word problem practice solving exponential equations and inequalities

Math Skills Overview Guide

• Negative Numbers
• Number Sets
• Adding and Subtracting Whole Numbers
• Multiplying and Dividing Positive and Negative Whole Numbers
• Dividing by Zero
• Adding Integers with Different Signs
• Order of Operations
• Commutative Property
• Associative Property
• Distributive Property
• Identity Property
• Inverse Property
• Prime Factorization
• Least Common Multiple
• Greatest Common Divisor
• Understanding Fractions
• Adding & Subtracting Fractions
• Multiplying & Dividing Fractions
• Converting Percentages
• Solving Percentages
• Understanding Ratios & Proportions
• Using Conversion Ratios
• Introduction to Exponents
• Rules of Exponents
• Square Roots
• Definition of Exponents & Radicals
• Graphing Exponents
• Solving Exponents
• Writing Equations

Word Problems- Exponential

  video, practice problems.

• Scientific Notation
• Equation Basics
• Operations - Addition & Subtraction
• Operations - Multiplication & Division
• Factoring Polynomials
• Factoring Trinomials
• Introduction to Linear Equations
• Single Line Linear Equations
• Parallel & Perpendicular Lines
• Graphing Inequalities
• Systems of Linear Equations
• Distance & Midpoint Formulas
• Absolute Value
• Rational Expressions
• Roots & Radicals
• Quadratic Equation
• Graphing the Quadratic Equation
• Solve the Quadratic Equation by Extracting Roots
• Solve the Quadratic Equation by Factoring
• Solve the Quadratic Equation by the Quadratic Formula
• Introduction to Functions
• Linear Functions
• Quadratic Functions
• Operations on Functions
• Variations: Direct & Inverse
• Algebraic Ratios & Proportions
• Equations & Inequalities
• Introduction to Logarithms
• Exponential & Logarithmic Functions
• Imaginary Numbers
• Sequences & Series
• Introduction to Matrices
• 2-D Angles & Triangles
• 3-D Concepts
• Introduction to Trigonometry
• Math Documents

Exponential Growth and Decay Word Problems

Watch a Khan Academy Video » Length: 7:22

• Interpret change in exponential models
• Exponential vs. linear models
• << Previous: Writing Equations
• Next: Scientific Notation >>
• Last Updated: Jul 7, 2023 12:00 PM
• URL: https://davenport.libguides.com/math-skills-overview

exponential equation word problems

All Formats

Resource types, all resource types, exponential equation word problems.

• Rating Count
• Price (Ascending)
• Price (Descending)
• Most Recent

Writing Exponential Equations from Word Problems - Guided Notes and Practice

Solving Exponential Equations Using Logs Word Problems Digital Activity

• Google Sheets™
• Internet Activities

Writing Exponential Equations Word Problems - Notes Lesson, Worksheet, Video

Exponential Functions Word Problems - Writing Exponential Equations Notes

• Google Apps™

Exponential Models/ Equations Guided Notes (table, points, word problem )

9B/9C: ISN Exponential Functions Writing Equations Word Problems

Exponential Function ( equation ) Practice Worksheet Word Problems Graphing Tables

9B/9C: Exponential Word Problems Writing Equations Partner Check

9B/9C: Exponential Word Problems Writing Equations Task Cards

9B/9C: Exponential Word Problems Writing Equations Around the Room

9B/9C: Exponentials Word Problems Writing Equations Worksheet

Solve Exponential & Logarithmic Equations & Word Problems

Write + Solve Exponential Equations from Word Problems A.9B | Math Bowl Activity

Exponential Equations - Word Problems

Exponential Equations - Find Future Population Word Problems

Exponential Functions Word Problems Activity | Digital and Print

Functions Multiple Representations: Linear, Quadratic, Exponential (Cut & Match)

Algebra Bundle: Domain and Range of Linear, Quadratic, and Exponential Functions

Exponential Word Problems Digital Activity

• Google Drive™ folder

Solving Exponential Equations Using Logarithms Mystery Word Activity

Exponential Functions Unit | Algebra 1 Curriculum Exponential Graphs & Equations

Classifying Linear, Quadratic and Exponential Functions Algebra Jeopardy Game

Algebra 1 STAAR TEKS A.9C Exponential Functions Writing Equations

Circuit Training -- The Exponential Function (precal level)

• We're hiring
• Help & FAQ
• Privacy policy
• Student privacy
• Terms of service

• INTERMEDIATE ALGEBRA
• Course Syllabus for Algebra I
• Mid-Plains Community College
• FRACTION OF A WHOLE NUMBER
• Systems of Linear Equations
• MATH FIELD DAY
• Course Outline for Finite Mathematics
• Algebra Final Examination
• Math 310 Exam #2
• Review of Trigonometric Functions
• Math 118 Practice test
• Precalculus Review
• Literal Equations
• Calculus Term Definitions
• Math 327A Exercise 2
• Public Key Algorithms II
• Maximizing Triangle Area
• Precalculus I Review for Midterm
• REVIEW OF A FIRST COURSE IN LINEAR ALGEBRA
• Math 6310 Homework 5
• Some Proofs of the Existence of Irrational Numbers
• ALGEBRAIC PROPERTIES OF MATRIX OPERATIONS
• Math 142 - Chapter 2 Lecture Notes
• Math 112 syllabus
• Math 371 Problem Set
• Complex Numbers,Complex Functions and Contour Integrals
• APPLICATIONS OF LINEAR EQUATIONS
• Week 4 Math
• Investigating Liner Equations Using Graphing Calculator
• MATH 23 FINAL EXAM REVIEW
• PYTHAGOREAN THEOREM AND DISTANCE FORMULA
• Georgia Performance Standards Framework for Mathematics - Grade 6
• Intermediate Algebra
• Introduction to Fractions
• FACTORINGS OF QUADRATIC FUNCTIONS
• Elementary Algebra Syllabus
• Description of Mathematics
• Integration Review Solutions
• College Algebra - Applications
• A Tip Sheet on GREATEST COMMON FACTOR
• Syllabus for Elementary Algebra
• College Algebra II and Analytic Geometry
• BASIC MATHEMATICS
• Quadratic Equations
• Language Arts, Math, Science, Social Studies, Char
• Fractions and Decimals
• ON SOLUTIONS OF LINEAR EQUATIONS
• Math 35 Practice Final
• Solving Equations
• Introduction to Symbolic Computation
• Course Syllabus for Math 935
• Fabulous Fractions
• Archimedean Property and Distribution of Q in R
• Algebra for Calculus
• Math112 Practice Test #2
• College Algebra and Trigonometry
• ALGEBRA 1A TASKS
• Simplifying Expressions
• Imaginary and Complex Numbers
• Building and Teaching a Math Enhancement
• Math Problems
• Algebra of Matrices Systems of Linear Equations
• Survey of Algebra
• Approximation of irrational numbers
• More about Quadratic Functions
• Long Division
• Algebraic Properties of Matrix Operation
• MATH 101 Intermediate Algebra
• Rational Number Project
• Departmental Syllabus for Finite Mathematics
• WRITTEN HOMEWORK ASSIGNMENT
• Rationalize Denominators
• Math Proficiency Placement Exam
• linear Equations
• Description of Mathematics & Statistics
• Algebraic Thinking
• Study Sheets - Decimals
• An Overview of Babylonian Mathematics
• Mathematics 115 - College Algebra
• Growing Circles
• Algebra II Course Curriculum
• The Natural Logarithmic Function: Integration
• Rational Expressions
• QUANTITATIVE METHODS
• Basic Facts about Rational Funct
• MAT 1033 FINAL WORKSHOP REVIEW
• Measurements Significant figures
• Pre-Calculus 1
• Compositions and Inverses of Functions
• Math solver on your site

I will be more confident when I face my algebra exam. Ed Carly, IN

I liked the detailed, clearly explained step by step process that Algebrator uses. I'm able to go into my class and follow along with the teacher; it's amazing! Charlotte Beecham, IN

Wow! I wish I would have had the Algebrator when I first started learning algebra. I purchased it for my college algebra class, and I love it. Thank you, Thank you!! B.F., Vermont

Students struggling with all kinds of algebra problems find out that our software is a life-saver. Here are the search phrases that today's searchers used to find our site. Can you find yours among them?

Search phrases used on 2014-12-25:.

• solve simultaneous equations program
• mcdougal littell geometry worksheet answers
• simplifying solver
• free trigonometry answers
• find quadratic formula from two points
• online calculator third root
• rsa private key compute javascript
• 6th grade math printables
• work algebra problems
• aptitudes with free download
• add and substract polynominals work sheets
• Least Common Denominator Calculator
• easy algebra equations no printables or no downloads
• Algebraic Expressions Worksheets
• free Alegra quiz
• best algebra textbook
• Balancing Chemical Equations Using Matrix Algebra excel
• lesson plans Graphing Linear Equations - Chapter 4 of the Algebra I textbook from McDougal Littell
• free factoring solver
• square root chart
• free elementary math worksheets + third grade
• 3rd grade inequalities for CA worksheets
• problem solving puzzles printable
• fraction quadratic equation
• proportion worksheet, printable
• online algebra calculator "solve for x"
• integer math worksheets
• adding like terms
• non linear equasions
• trigonometric inverse functions - examples
• general knowlege math - study questions
• how to do exponents on casio calculators
• a poem about trigonometry
• adding and subtracting positive and negative numbers printable worksheets
• How to find Scale Factors
• circumference with algebra
• advanced algebra games
• online scientific cube root calculator
• favorite calculator of high school kids for algebra
• "equation worksheets"
• algebraic method of systems of linear equation example problem
• simplifying radical expression calculator
• java code calculate square
• Pre-Algebra worksheet cheats
• perimeters ks2
• working with summation notation algebra
• TI-89 calculator answers into fractions
• plotting points on a ti-84 plus graphic calc
• algebra 1 an integrated approach
• square root formula with calculator
• factorization polynomials calculator
• special trig values
• algebra 2 probability holt
• online algebra helper
• solve Systems nonlinear equations matlab
• simplifying radical expressions
• introductory analysis trigonometry answers
• online graphing calculator combinations
• combination permutation chart
• pre-algebra math quizzes teachers edition glencoe book
• Contemporary Abstract Algebra gallian solutions
• free download engineering calculater
• excel formulas quadratic equation
• TI-89 Statistic programs + permutations combination
• algebra 1 textbook answers
• exponent and poems
• slove each system algebra
• ti 83 college algebra program
• beginning algebra powerpoint
• past papers ks3 free to download
• simple Algebra log charts
• free download mathcad free trial
• LCM POLYNOMIALS CALCULATORS
• symmetry worksheet ks3
• simple substitution equations
• free math printouts for 3rd graders
• howto add fractions with 1 common denominator
• 10 board exam sample papers mathematics
• Free Algebra Tools
• factoring poem
• mental maths ks3 sats
• casio program equation tutorial
• ACTIVITIES ON LEAST COMMON MULTIPLES
• How do you simplify radicals
• algebra--distance problem solving
• automated algebra problems solver with powers, roots, and radicals
• exponents algebra notes and calculator
• 5th grade math test
• aptitude book free download
• example of integers in java using for-loop statement

• English Language Arts
• Graphic Organizers
• Social Studies
• Teacher Printables
• Foreign Language

Home > Math Worksheets > Algebra Worksheets > Solving Exponential Equations

These worksheets demonstrate the steps required to solve exponential equations and give practice problems to help students master the skill. We cover the common types of problems you run into with these worksheets. There are two main types of difference between exponential equations problems, and it entirely depends on the bases. If the bases are the same, the problem is most likely pretty easy. If the bases differ that can really complicate things. The first step is usually to set the exponents equal to one another when the bases are the same. Next step is to solve for the unknown variable. Once you do that your answer is within your grasp.

Get Free Worksheets In Your Inbox!

Print solving exponential equations worksheets, click the buttons to print each worksheet and associated answer key., solving exponential equations lesson.

This starts with a full lesson how to manipulate these types of equations. Learn how to solve problems like the following: Solve the exponential equation: [25] (x+1) = 625

Practice Worksheet 1

Solve these 10 exponential equations. Example: [15] (x+2) = 225

Worksheet 2

you will work on solving 10 exponential equations. These problems are a bit more challenging. Example: 4 (x+3) = 256

Solving Exponential Equations Review Sheet

Follow the steps to solve the following problem: [221] (x-5) = 49. Afterwards, practice the skill by completing six similar problems.

Full Topic Quiz

Solve these 10 exponential equations and then score your answers. Example: [21] (x+3) = 441. A scoring key is provided at the bottom to help you track your scores.

Do Now Pack

Complete the problems. Put your answer in the "My Answer" box. Example: 5 (5x-11) = 625

Lacking a Common Base Lesson

Learn how to solve the following problem: Solve the exponential equation 5 d = 22

Lacking a Common Base Worksheet

You will solve problems that do not have a set common base.

These problems go off in a more advanced type of an equation for students to work with.

Review Section

Follow the steps to solve the following problem: Solve the exponential equation 11 d = 23. Then practice the skill by solving the problems given. This serves as a review of all the skills that we have learned.

No Common Base Quiz

We see how students did with this skill in a informal quiz.

No Common Base Do Now

this is a good way to either introduce or review this skill with your class. They will be able to plot how they completed the problem and how it should be done, if they fell off the path.

How to Solve Exponential Equations

Teaching algebra to kids can be exhausting. The introduction of variables makes it difficult for them to understand equations. One of the primary challenges is to teach the students how to solve exponential equations. If your class's kids struggle with solving exponential algebraic problems, we have a few methods to help you.

Before we jump into the ways of solving exponential equations, it is vital to understand what they are. Let's look at the formal definition of exponential equations.

What Are They?

Exponential equations refer to algebraic equations with a variable in the exponent position. To solve such problems, you need to evaluate the value of exponents. For example, the equation 4 = 2x is an exponential equation.

Equating Same Bases

When you have to solve an exponential equation, see if the two sides of the equation have the same base value. In such cases, you can directly ignore the bases and evaluate exponential values.

For example, if you have to solve 43y = 46, you can ignore the same base on both sides and simplify the equation as 3y = 6.

We ignore the same base values due to their equality. If we apply logic to it, two bases with the same values on both sides of the equation are equal. We only need to work on the exponential part of the equation. By simplifying the exponents on both sides, we can evaluate the answer. You can test the accuracy of your solution by inputting the answer into the exponential variable.

Equating Exponent With Whole Number

In some cases, you may come across equations with an exponential expression on one side and a whole number on the other side of the equation. To simplify such algebraic equations, you can eliminate the exponent's base value and equate it with the whole number on the other side.

For example, if you find an equation 2y + 1 + 4 = 8, you can apply the subtraction rule on both sides to equate the exponential value against the whole number. Here is how you can simplify it:

2y + 1 + 4 - 4 = 8 - 4 2y + 1 = 4

Using this method, you can change the whole number into a similar expression as on the other side of the equation to get the value for the variable.

2y + 1 = 22

Now you can ignore the same base values on both sides and simplify the equation to find the variable's value.

Use Log for Different Bases

To apply this method, you must have all the exponential values isolated on one side of the equation and the whole number on the other. Once done, you can apply the addition or subtraction rule to both sides for simplification.

For example, if you have an equation, 4y - 2 - 8 = 8, you can apply the addition rule like this:

4y - 1 - 8 + 8 = 8 + 8 4y - 1 = 16

Since you do not have the same base values on both sides of the equation, you can apply a log on both sides.

log 4 y -1=log 16

(y-1)log 4 = log 16

Applying the division rule to both sides, you can simplify log values on both sides.

(y - 1)log 4 /log 4 =log 16 / log 4

y - 1 = log 4

Simplify it further to evaluate the value of the variable.

y - 1 + 1 = log 4 + 1

y = log 4 + 1

y = 0.6020 + 1 y = 1.6020

Using the methods mentioned above, you can solve exponential equations quickly. If you want to teach your students all three ways, you can find several exponential equations online to test their learning. You may also come up with some of your exponential algebraic equations to improve the skills of your students.

Exponents always can complicate equations, not because it complicates the concepts, but it does make the calculations more difficult for students. This series of worksheets will work on how to solve for exponential variables in algebraic expressions through the use of logarithmic tables and by balancing the equation. The complete set contains all introductory material, practice questions, reviews, longer exercise sheets, and quizzes. We will walk through the vocabulary and set you in the right direction to process these types of problems. This series of problems will normally require you to calculate and take many different thoughts into consideration before approaching problems like this. Exponents are the backbone of the problems and need to be kept in the back of your mind when you choose each step of your process. These problems often have the variable located within the exponent with heightens the difficult and conceptualization of the problem itself.

If you're seeing this message, it means we're having trouble loading external resources on our website.

If you're behind a web filter, please make sure that the domains *.kastatic.org and *.kasandbox.org are unblocked.

To log in and use all the features of Khan Academy, please enable JavaScript in your browser.

Unit 2: Solving equations & inequalities

About this unit, linear equations with variables on both sides.

• Why we do the same thing to both sides: Variable on both sides (Opens a modal)
• Intro to equations with variables on both sides (Opens a modal)
• Equations with variables on both sides: 20-7x=6x-6 (Opens a modal)
• Equation with variables on both sides: fractions (Opens a modal)
• Equation with the variable in the denominator (Opens a modal)
• Equations with variables on both sides Get 3 of 4 questions to level up!
• Equations with variables on both sides: decimals & fractions Get 3 of 4 questions to level up!

Linear equations with parentheses

• Equations with parentheses (Opens a modal)
• Reasoning with linear equations (Opens a modal)
• Multi-step equations review (Opens a modal)
• Equations with parentheses Get 3 of 4 questions to level up!
• Equations with parentheses: decimals & fractions Get 3 of 4 questions to level up!
• Reasoning with linear equations Get 3 of 4 questions to level up!

Analyzing the number of solutions to linear equations

• Number of solutions to equations (Opens a modal)
• Worked example: number of solutions to equations (Opens a modal)
• Creating an equation with no solutions (Opens a modal)
• Creating an equation with infinitely many solutions (Opens a modal)
• Number of solutions to equations Get 3 of 4 questions to level up!
• Number of solutions to equations challenge Get 3 of 4 questions to level up!

Linear equations with unknown coefficients

• Linear equations with unknown coefficients (Opens a modal)
• Why is algebra important to learn? (Opens a modal)
• Linear equations with unknown coefficients Get 3 of 4 questions to level up!

Multi-step inequalities

• Inequalities with variables on both sides (Opens a modal)
• Inequalities with variables on both sides (with parentheses) (Opens a modal)
• Multi-step inequalities (Opens a modal)
• Using inequalities to solve problems (Opens a modal)
• Multi-step linear inequalities Get 3 of 4 questions to level up!
• Using inequalities to solve problems Get 3 of 4 questions to level up!

Compound inequalities

• Compound inequalities: OR (Opens a modal)
• Compound inequalities: AND (Opens a modal)
• A compound inequality with no solution (Opens a modal)
• Double inequalities (Opens a modal)
• Compound inequalities examples (Opens a modal)
• Compound inequalities review (Opens a modal)
• Solving equations & inequalities: FAQ (Opens a modal)
• Compound inequalities Get 3 of 4 questions to level up!

• Kindergarten
• Greater Than Less Than
• Measurement
• Multiplication
• Place Value
• Subtraction
• Punctuation
• 1st Grade Reading
• 2nd Grade Reading
• 3rd Grade Reading
• Cursive Writing

Exponential Equations And Inequalities

Exponential Equations And Inequalities - Displaying top 8 worksheets found for this concept.

Some of the worksheets for this concept are Exponential equations not requiring logarithms, Solving exponential equations, Exponential equations and inequalities, Logarithmic equations and inequalities, Solve exponential equations and inequalities answer key, Solving exponential and logarithmic equations, Infinite algebra 2, Exponential log equations.

Found worksheet you are looking for? To download/print, click on pop-out icon or print icon to worksheet to print or download. Worksheet will open in a new window. You can & download or print using the browser document reader options.

1. Exponential Equations Not Requiring Logarithms

2. solving exponential equations, 3. 6.3 exponential equations and inequalities, 4. 6.4 logarithmic equations and inequalities, 5. solve exponential equations and inequalities answer key, 6. solving exponential and logarithmic equations, 7. infinite algebra 2, 8. exponential & log equations.

Solving Inequality Word Questions

(You might like to read Introduction to Inequalities and Solving Inequalities first.)

In Algebra we have "inequality" questions like:

Sam and Alex play in the same soccer team. Last Saturday Alex scored 3 more goals than Sam, but together they scored less than 9 goals. What are the possible number of goals Alex scored?

How do we solve them?

The trick is to break the solution into two parts:

Turn the English into Algebra.

Then use Algebra to solve.

Turning English into Algebra

To turn the English into Algebra it helps to:

• Read the whole thing first
• Do a sketch if needed
• Assign letters for the values
• Find or work out formulas

We should also write down what is actually being asked for , so we know where we are going and when we have arrived!

The best way to learn this is by example, so let's try our first example:

Assign Letters:

• the number of goals Alex scored: A
• the number of goals Sam scored: S

We know that Alex scored 3 more goals than Sam did, so: A = S + 3

And we know that together they scored less than 9 goals: S + A < 9

We are being asked for how many goals Alex might have scored: A

Sam scored less than 3 goals, which means that Sam could have scored 0, 1 or 2 goals.

Alex scored 3 more goals than Sam did, so Alex could have scored 3, 4, or 5 goals .

• When S = 0, then A = 3 and S + A = 3, and 3 < 9 is correct
• When S = 1, then A = 4 and S + A = 5, and 5 < 9 is correct
• When S = 2, then A = 5 and S + A = 7, and 7 < 9 is correct
• (But when S = 3, then A = 6 and S + A = 9, and 9 < 9 is incorrect)

Lots More Examples!

Example: Of 8 pups, there are more girls than boys. How many girl pups could there be?

• the number of girls: g
• the number of boys: b

We know that there are 8 pups, so: g + b = 8, which can be rearranged to

We also know there are more girls than boys, so:

We are being asked for the number of girl pups: g

So there could be 5, 6, 7 or 8 girl pups.

Could there be 8 girl pups? Then there would be no boys at all, and the question isn't clear on that point (sometimes questions are like that).

• When g = 8, then b = 0 and g > b is correct (but is b = 0 allowed?)
• When g = 7, then b = 1 and g > b is correct
• When g = 6, then b = 2 and g > b is correct
• When g = 5, then b = 3 and g > b is correct
• (But if g = 4, then b = 4 and g > b is incorrect)

A speedy example:

Example: Joe enters a race where he has to cycle and run. He cycles a distance of 25 km, and then runs for 20 km. His average running speed is half of his average cycling speed. Joe completes the race in less than 2½ hours, what can we say about his average speeds?

• Average running speed: s
• So average cycling speed: 2s
• Speed = Distance Time
• Which can be rearranged to: Time = Distance Speed

We are being asked for his average speeds: s and 2s

The race is divided into two parts:

• Distance = 25 km
• Average speed = 2s km/h
• So Time = Distance Average Speed = 25 2s hours
• Distance = 20 km
• Average speed = s km/h
• So Time = Distance Average Speed = 20 s hours

Joe completes the race in less than 2½ hours

• The total time < 2½
• 25 2s + 20 s < 2½

So his average speed running is greater than 13 km/h and his average speed cycling is greater than 26 km/h

In this example we get to use two inequalities at once:

Example: The velocity v m/s of a ball thrown directly up in the air is given by v = 20 − 10t , where t is the time in seconds. At what times will the velocity be between 10 m/s and 15 m/s?

• velocity in m/s: v
• the time in seconds: t
• v = 20 − 10t

We are being asked for the time t when v is between 5 and 15 m/s:

So the velocity is between 10 m/s and 15 m/s between 0.5 and 1 second after.

And a reasonably hard example to finish with:

Solver Title

Generating PDF...

• Pre Algebra Order of Operations Factors & Primes Fractions Long Arithmetic Decimals Exponents & Radicals Ratios & Proportions Percent Modulo Mean, Median & Mode Scientific Notation Arithmetics
• Algebra Equations Inequalities System of Equations System of Inequalities Basic Operations Algebraic Properties Partial Fractions Polynomials Rational Expressions Sequences Power Sums Interval Notation Pi (Product) Notation Induction Logical Sets Word Problems
• Pre Calculus Equations Inequalities Simultaneous Equations System of Inequalities Polynomials Rationales Complex Numbers Polar/Cartesian Functions Arithmetic & Comp. Coordinate Geometry Plane Geometry Solid Geometry Conic Sections Trigonometry
• Calculus Derivatives Derivative Applications Limits Integrals Integral Applications Integral Approximation Series ODE Multivariable Calculus Laplace Transform Taylor/Maclaurin Series Fourier Series Fourier Transform
• Functions Line Equations Functions Arithmetic & Comp. Conic Sections Transformation
• Linear Algebra Matrices Vectors
• Trigonometry Identities Proving Identities Trig Equations Trig Inequalities Evaluate Functions Simplify
• Statistics Mean Geometric Mean Quadratic Mean Average Median Mode Order Minimum Maximum Probability Mid-Range Range Standard Deviation Variance Lower Quartile Upper Quartile Interquartile Range Midhinge Standard Normal Distribution
• Physics Mechanics
• Chemistry Chemical Reactions Chemical Properties
• Finance Simple Interest Compound Interest Present Value Future Value
• Economics Point of Diminishing Return
• Conversions Radical to Exponent Exponent to Radical To Fraction To Decimal To Mixed Number To Improper Fraction Radians to Degrees Degrees to Radians Hexadecimal Scientific Notation Distance Weight Time
• Pre Algebra
• One-Step Addition
• One-Step Subtraction
• One-Step Multiplication
• One-Step Division
• One-Step Decimals
• Two-Step Integers
• Two-Step Add/Subtract
• Two-Step Multiply/Divide
• Two-Step Fractions
• Two-Step Decimals
• Multi-Step Integers
• Multi-Step with Parentheses
• Multi-Step Rational
• Multi-Step Fractions
• Multi-Step Decimals
• Solve by Factoring
• Completing the Square
• Quadratic Formula
• Biquadratic
• Logarithmic
• Exponential
• Rational Roots
• Floor/Ceiling
• Equation Given Roots
• Newton Raphson
• Substitution
• Elimination
• Cramer's Rule
• Gaussian Elimination
• System of Inequalities
• Perfect Squares
• Difference of Squares
• Difference of Cubes
• Sum of Cubes
• Polynomials
• Distributive Property
• FOIL method
• Perfect Cubes
• Binomial Expansion
• Negative Rule
• Product Rule
• Quotient Rule
• Expand Power Rule
• Fraction Exponent
• Exponent Rules
• Exponential Form
• Logarithmic Form
• Absolute Value
• Rational Number
• Powers of i
• Partial Fractions
• Is Polynomial
• Leading Coefficient
• Leading Term
• Standard Form
• Complete the Square
• Synthetic Division
• Linear Factors
• Rationalize Denominator
• Rationalize Numerator
• Identify Type
• Convergence
• Interval Notation
• Pi (Product) Notation
• Boolean Algebra
• Truth Table
• Mutual Exclusive
• Cardinality
• Caretesian Product
• Age Problems
• Distance Problems
• Cost Problems
• Investment Problems
• Number Problems
• Percent Problems
• Addition/Subtraction
• Multiplication/Division
• Dice Problems
• Coin Problems
• Card Problems
• Pre Calculus
• Linear Algebra
• Trigonometry
• Conversions

Most Used Actions

Number line.

• 1<e^{3x-1}<2
• How do you solve exponential inequalities?
• To solve exponential inequalities, write the inequality in the form of a single exponential function with a positive base. Take the logarithm of both sides of the inequality. Simplify the logarithmic expression to isolate the variable. Solve the inequality for the variable. Check the solution by plugging it back into the original inequality.
• What is exponential inequality?
• An exponential inequality is an inequality that involves one or more exponents.
• How do you solve exponential inequalities with fractions?
• To solve exponential inequalities with fractions, first convert the fractions to powers of the base using the properties of exponents. Then, apply the usual methods for solving exponential inequalities.

exponential-inequalities-calculator

• High School Math Solutions – Inequalities Calculator, Exponential Inequalities Last post, we talked about how to solve logarithmic inequalities. This post, we will learn how to solve exponential... Read More