Review and Synthesis of Calculus Concepts
Objectives
Start
Story
Functions and Limits
Differentiation and Integration
Practice
Summary
Story
Functions and Limits
FUNCTIONS
LINEAR
Exponential
QUADRATIC
Logarithmic
RATIONAL
Trigonometric
Trigonometric Inverse
RADICAL
Limit and Continuity of a Function
continuous function
not continuous functions
Limit does not exist.
Differentiation and Integration
Derivation Rules
Derivatives of Some Common Functions
Rules of Integrals
Fundamental theorem of calculus:
Integrals of Some Common Functions
Practice
1/5
Find
2/5
Select the function corresponding to the graph below.
3/5
For Find y'.
4/5
Find f'(x) fr the function below.
5/5
Find the area under the curve 1/x:
Great job!
See you next time
Welcome 6th graders!
A journey soon begin through Social Science experiences!
6TH-INTRODUCTIONTORATIONALNUMBERS-EN © 2024 by CASURID is licensed under CC BY-NC-ND 4.0
MA.912.C.1 Develop an understanding for limits and continuity. Determine limits and continuity. MA.912.C.1.10 Given the graph of a function, identify whether a function is continuous at a point. If not, identify the type of discontinuity for the given function. MA.912.C.3 Apply derivatives to solve problems. MA.912.C.3.6 Sketch graphs by using first and second derivatives. Compare the corresponding characteristics of the graphs of f, f' and f". MA.912.C.4 Develop an understanding for and determine integrals. MA.912.C.4.4 Evaluate definite integrals by using the Fundamental Theorem of Calculus. MA.912.C.5 Apply integrals to solve problems. MA.912.C.5.6 Find the average value of a function over a closed interval by using definite integrals. MA.K12.MTR.7: Apply mathematics to real-world contexts. MA.K12.MTR.7.1 Apply mathematics to real-world contexts.
MATERIAL
It is highly advised to have:
- Grid paper.
- Pencils of different colors.
- Eraser.
- A rule.
- A calculator.
- Geogebra installed on your phone/tablet/computer (or use online version).
WEEK 33-REVIEW-AND-SYNTHESIS-OF-CALCULUS-CONCEPTS
VIMSCHOOL
Created on October 12, 2025
Start designing with a free template
Discover more than 1500 professional designs like these:
View
Fill in Blanks
View
Countdown
View
Stopwatch
View
Unpixelator
View
Break the Piñata
View
Bingo
View
Create a Secret Code
Explore all templates
Transcript
Review and Synthesis of Calculus Concepts
Objectives
Start
Story
Functions and Limits
Differentiation and Integration
Practice
Summary
Story
Functions and Limits
FUNCTIONS
LINEAR
Exponential
QUADRATIC
Logarithmic
RATIONAL
Trigonometric
Trigonometric Inverse
RADICAL
Limit and Continuity of a Function
continuous function
not continuous functions
Limit does not exist.
Differentiation and Integration
Derivation Rules
Derivatives of Some Common Functions
Rules of Integrals
Fundamental theorem of calculus:
Integrals of Some Common Functions
Practice
1/5
Find
2/5
Select the function corresponding to the graph below.
3/5
For Find y'.
4/5
Find f'(x) fr the function below.
5/5
Find the area under the curve 1/x:
Great job!
See you next time
Welcome 6th graders!
A journey soon begin through Social Science experiences!
6TH-INTRODUCTIONTORATIONALNUMBERS-EN © 2024 by CASURID is licensed under CC BY-NC-ND 4.0
MA.912.C.1 Develop an understanding for limits and continuity. Determine limits and continuity. MA.912.C.1.10 Given the graph of a function, identify whether a function is continuous at a point. If not, identify the type of discontinuity for the given function. MA.912.C.3 Apply derivatives to solve problems. MA.912.C.3.6 Sketch graphs by using first and second derivatives. Compare the corresponding characteristics of the graphs of f, f' and f". MA.912.C.4 Develop an understanding for and determine integrals. MA.912.C.4.4 Evaluate definite integrals by using the Fundamental Theorem of Calculus. MA.912.C.5 Apply integrals to solve problems. MA.912.C.5.6 Find the average value of a function over a closed interval by using definite integrals. MA.K12.MTR.7: Apply mathematics to real-world contexts. MA.K12.MTR.7.1 Apply mathematics to real-world contexts.
MATERIAL
It is highly advised to have: