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Multiple Choice. Read and understand each statement. Write the letter of the correct ansue on your activity notebook. 1. Evaluatef (3x + 2) dx A. 3x2 + 2x +C B. 2x2 +2x + C C. x2 + 2x + C D. x² + 2x +C 2. Evaluatef dx. A. x+C В. х C. -x+C D. -x

Multiple Choice. Read and understand each statement. Write the letter of the correct ansue on your activity notebook. 1. Evaluatef (3x + 2) dx A. 3x2 + 2x +C B. 2x2 +2x + C C. x2 + 2x + C D. x² + 2x +C 2. Evaluatef dx. A. x+C В. х C. -x+C D. -x

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Assessment Multiple Choice. Read and understand each statement. Write the letter of the correct ansven on your activity notebook. 1. Evaluatef(3xr + 2)dx A. 3x2 + 2x +C B. 2x2+ 2x +C c. * + D. x2 + 2x + C 2x+C 2. Evaluatef dx. D. -x C. -x+C : Antidifferentiation C. Differentiation D. Abstraction A. x+C В. Х 3. Addition: Subtraction as B. Optimization 4. Which of the symbols below denote the operation of antidifferentiation? A. Integration C. Sf(x)dx = F(x) A. (F(x)) = F(x) + C B. f'(x) F(x) + C D. Sf(x)dx F(x) +C 5. In antidifferentiation, the formula f x" dx = (n+1) + Cis valid if? А. пЕR B. n 1,n ER C. nE {0,1,2} D. n R 6. In item number 5, the integral of f x dx is obtained by applying what Basic Theorem of Antidifferentiation? C. Theorem a C. Theorem b D. Theorems a, b, c, d D. Theorems b and e 7. Find f 6x dx? A. x2 + C B. 2x2 +C c.+C D. 3x2 + C 8. To find an antiderivative of a constant times a function, set aside the constant and find the antiderivative of the functions separately, then A. multiplu 9. If F(x) = 2x² + 5x +2, then F'(x) = 4x + 5.Thus, if f(x) = 4x + 5, then f is the the result. B. subtract C. add D. divide of f. C. antiderivative, inverse D. antiderivative, derivative of F and thus F is alan A. derivative, antiderivative B. derivative, inverse 10. Which statement below is NOT a reason of putting "+ C" at the end of an integration? A. It allows us to express the general form of antiderivatives. B. C is a constant of any value. C. Added at the end of an antiderivative which indicates indefinite integral of f(x). D. C is very important in integration because an answer of an antiderivative without the constant C means zero.
Transcribed Image Text:Assessment Multiple Choice. Read and understand each statement. Write the letter of the correct ansven on your activity notebook. 1. Evaluatef(3xr + 2)dx A. 3x2 + 2x +C B. 2x2+ 2x +C c. * + D. x2 + 2x + C 2x+C 2. Evaluatef dx. D. -x C. -x+C : Antidifferentiation C. Differentiation D. Abstraction A. x+C В. Х 3. Addition: Subtraction as B. Optimization 4. Which of the symbols below denote the operation of antidifferentiation? A. Integration C. Sf(x)dx = F(x) A. (F(x)) = F(x) + C B. f'(x) F(x) + C D. Sf(x)dx F(x) +C 5. In antidifferentiation, the formula f x" dx = (n+1) + Cis valid if? А. пЕR B. n 1,n ER C. nE {0,1,2} D. n R 6. In item number 5, the integral of f x dx is obtained by applying what Basic Theorem of Antidifferentiation? C. Theorem a C. Theorem b D. Theorems a, b, c, d D. Theorems b and e 7. Find f 6x dx? A. x2 + C B. 2x2 +C c.+C D. 3x2 + C 8. To find an antiderivative of a constant times a function, set aside the constant and find the antiderivative of the functions separately, then A. multiplu 9. If F(x) = 2x² + 5x +2, then F'(x) = 4x + 5.Thus, if f(x) = 4x + 5, then f is the the result. B. subtract C. add D. divide of f. C. antiderivative, inverse D. antiderivative, derivative of F and thus F is alan A. derivative, antiderivative B. derivative, inverse 10. Which statement below is NOT a reason of putting "+ C" at the end of an integration? A. It allows us to express the general form of antiderivatives. B. C is a constant of any value. C. Added at the end of an antiderivative which indicates indefinite integral of f(x). D. C is very important in integration because an answer of an antiderivative without the constant C means zero.
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