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Percent Increase and Decrease Quiz - Page 10

810+ results

Trigonometric Limits - Something Old, New, Borrowed and True Warm Up Activity

Created by

This is designed to use as a warm up or starter activity. Something Old: A previous topic needed to support the current topic or topic coming soon. Identifying points of discontinuity on a graphSomething New: The current topic. For this resource - Trigonometric LimitsSomething Borrowed: A totally different topic designed to help prevent learning loss. For this resource - Percent of ChangeSomething True: An interesting fact or story in math. For this resource - Many famous mathematicians worked

11th - 12th, Higher Education

Calculus, PreCalculus

Also included in: Limits Unit - Calculus Bundle

Logarithmic Equations and Inequalities

Created by

Fly by the Seat of My Pants Kind of Teacher

This 10-question worksheet/homework/quiz contains: 4 logarithmic equations asking students to provide both exact and, where appropriate, approximate answers6 logarithmic inequalities asking students to write their answers in interval notation. These questions ask students to think about the natural domain of the logarithm in context with the answer received when they solveIf you would like to purchase this resource with the answer key attached, see: Logarithmic Equations and Inequalities with A

10th - 12th, Higher Education

Algebra 2, Calculus, PreCalculus

CCSS

HSA-SSE.A.1b

, HSA-SSE.B.3

, HSA-CED.A.4

Limits Formula Quiz (Properties, Formulas, Conditions for Continuity)

Created by

Certified Math Geek

Includes formulas, properties, and conditions for continuity. Answer key included.

11th - 12th, Higher Education

Calculus, PreCalculus

Also included in: Limits Unit - Calculus Bundle

Calculus Worksheet #5: Exponential & Logarithmic Derivatives

Created by

The Worksheet Wizard

The 5th of a 20-worksheet sequence created to scaffold and support honors calculus curriculum. Covers the exponential, logarithm, and power rules for taking derivatives; interpreting derivatives in applied contexts; and finding higher-order derivatives. With a focused and self-contained design, this versatile resource can be used as a small group activity, a homework assignment, a quiz, individual practice for a classwide lesson, or targeted review for exam preparation. It features a diverse arr

9th - 12th, Higher Education

Calculus

Also included in: Calculus Worksheet Collection

Applications of Integration: Review of Area and Volume by Cross Sections

Created by

R's Math

Do your students struggle with applications of integration? This is a set of problems to work through with your Calculus BC or Calculus 2 students while reviewing applications of integration. Included: Warm up: A warm up problem (via Google Forms) to assess what students know about area.Notes: Eleven exercises for students to practice finding area between curves (with respect to the x- and y-axes) and finding volumes of solids by cross sections. Guided student notes and PowerPoint included.Calc

11th - 12th, Higher Education

Calculus, Math

Algebra - Complex Numbers (2 versions) - Quiz or Worksheet

Created by

Math and Physics One-O-One

This document consists of 10 multiple-choice questions over the following concepts: Simplify Imaginary Numbers Write Complex Numbers in the Form a + bi Perform Operations on Complex NumbersThere are two versions of it with answer keys included. Message me for questions.

9th - 12th, Adult Education, Higher Education

Algebra 2, Calculus, PreCalculus

Calculus Area and Volumes DIGITAL EXIT TICKET

Created by

Hoff Math

Teaching from home? Need a quick formative assessment to check your students' understanding of Area Between Curves or Volumes of Solids of Revolution? Try this 5-question, self-grading Google Form Exit Ticket. Ideal for distance learning. Bundle and save! Skip the prep and grab the Calculus Course Full Curriculum Bundle. This all-in-one resource includes a full year of notes, homework, and tests - all at a massive discount. Grab the complete curriculum here. The Google Form is ready to go - no

12th, Higher Education

Calculus, Math

Also included in: Calculus Applications of Integration Guided Notes, Homework, Assessments Unit 7

[Single-Variable Calculus] Quiz 12 (Convergence/Divergence of Series)

Created by

Anchoraging Alaska

Quiz 07 of Single-Variable Calculus (Spring 2024). It covers some applications of integral, particularly finding work and applying the Mean Value Theorem for Integrals.

11th - 12th, Adult Education, Higher Education

Calculus, Math

Maze - Operations on Complex Numbers - ALL IN ONE (+, -, X, & /)

Created by

Never Give Up on Math

This maze is part of : Maze - BUNDLE COMPLEX NUMBERSThis product is a good review of checking for understanding how to Perform Operations on Complex Numbers. . While going through the maze, students will be asked to add, subtract, multiply, divide (including rationalization) complex numbers. The questions in this maze are similar to the preview attached. There are 15 questions in this maze. From start to end, the student will be able to answer 14 questions out of the 15 provided to get to t

9th - 12th, Adult Education, Higher Education

Algebra 2, Calculus, PreCalculus

CCSS

HSN-CN.A.1

, HSN-CN.A.2

, HSN-CN.A.3

Also included in: Maze - BUNDLE IMAGINARY NUMBERS (Complex Numbers)

Calculus I Worksheets (L6): Implicit Differentiation

Created by

Martian Mathematics

Worksheet, quiz, and solutions accompanying Calculus I video Implicit Differentiation & Related Rates: Unlocking Hidden DerivativesVideo Description: Unlock the power of implicit differentiation in this deep-dive calculus lesson! When equations don't easily solve for y, implicit differentiation comes to the rescue—allowing us to differentiate without explicit functions. We'll explore the key concepts, work through step-by-step examples, and apply these techniques to real-world related rates pr

9th - 12th, Higher Education

Calculus

Calculus I Worksheets (L2): Tangent Lines

Created by

Martian Mathematics

Worksheets, quiz, and solutions accompanying Calculus I video The Tangent Line Problem: Introduction to DerivativesVideo Description: In this second lecture of our Calculus I series, we explore the derivative by tackling the tangent line problem. Using the geometry of a circle as an intuitive starting point, we extend the concept to arbitrary curves by constructing tangent lines through secant lines and limits, leading to the formal definition of the derivative as the slope of a curve at a poin

9th - 12th, Higher Education

Calculus

Calculus I Worksheets (L1): Limits and Continuity

Created by

Martian Mathematics

Worksheets, quiz, and solutions accompanying Calculus I video Limits and Continuity: The Building Blocks of CalculusVideo Description: What happens when a function has a hole? In this lecture, we introduce the fundamental concept of limits by filling in the gaps—literally! You'll learn how limits help us analyze functions, even at points where they misbehave, and how to determine when a function is continuous. We’ll explore right-hand and left-hand limits, tackle algebraic techniques to evaluat

9th - 12th, Higher Education

Calculus

Calculus I Worksheets (L5): The Chain Rule

Created by

Martian Mathematics

Worksheet, quiz, and solutions accompanying Calculus I video Why the Chain Rule Changes Everything in CalculusVideo Description: Unlock the power of the Chain Rule in this essential Calculus I lesson. Learn how to differentiate composite functions step by step, from basic polynomial and trigonometric functions to real-world applications in physics, geometry, and economics. We’ll also prove the Chain Rule using limits and tackle challenging problems that will sharpen your calculus skills. Watc

9th - 12th, Higher Education

Calculus

Calculus I Worksheets (L4): The Product and Quotient Rule

Created by

Martian Mathematics

Worksheet, quiz, and solutions accompanying Calculus I video Mastering the Product and Quotient Rules: Step-by-Step Proofs and PracticeVideo Description: In this lecture, we prove and apply the product and quotient rules, essential tools for differentiating products and quotients of functions. We explore when simplification is beneficial, particularly with polynomials, and highlight the power of these rules for trigonometric functions. Using the quotient rule, we derive the derivative of the ta

9th - 12th, Higher Education

Calculus