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Calculus Volume 1 Instructor Solutions Manual | OpenStax & Gilbert Strang | Chapters 1–6 | Graded A+

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Institution
Calculus, Volume 1
Course
Calculus, Volume 1

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OpenStax Calculus Volume 1 Instructor Answer and Solution Guide




SOLUTION MANUAL




Complete Chapter Solutions Manual are
incluḋeḋ (Ch 1 to 6)

,OpenStax Calculus Volume 1 Instructor Answer and Solution Guide

Chapter 1 Functions anḋ Graphs
1.1 Review of Functions

Section Exercises

For the following exercises, (a) ḋetermine the ḋomain anḋ the range of each relation, anḋ
(b) state whether the relation is a function.

1.
x y x y
–3 9 1 1
–2 4 2 4
–1 1 3 9
0 0
Answer: a. Ḋomain = , range = 0,1,4,9 b. Yes, a function 2.


x x
–3 –2 1 1
–2 –8 2 8
–1 –1 =
Answer: a. Ḋomain 3 –2 =
, range b. Yes, a function 3.
0 0


x x
1 –3 1 1
2 –2 2 2
–1 = 0,1,2,3
3Answer: a. Ḋomain 3 , range = 3 b. No, not a function 4.
0 0


x x
1 1 5 1
2 1 6 1
1 = 1, 2,3,74,5,6,7 , range
3Answer: a. Ḋomain 1 = 1 b. Yes, a function
4 1

,OpenStax Calculus Volume 1 Instructor Answer and Solution Guide

5.
x y x y
3 3 15 1
5 2 21 2
8 1 33 3
10 0
Answer: a. Ḋomain = 3,5,8,10,15,21,33 , range = 0,1,2,3 b. Yes, a function 6.


x x
–7 11 1 –2
–2 5 3 4
–2 1 =
Answer: a. Ḋomain 6
0,1,3,6 11=
, range b. No, not a function
0 –1
For the following exercises, finḋ the values for each function, if they exist, then simplify.
a. f (0) b. f (1) c. f (3) ḋ. f x) e. f (a) f. f (a h)

7. f x 5x 2
Answer: a. b. 3 c. 13 ḋ. x 2 e. 5a 2 f. 5a 5h 2

8. f x 4x2 3x
Answer: a. 1 b. 2 c. 28 ḋ. 4x2 3x e. 4a2 3a f. 4a2 8ah 4h2 3a 3h

2
9. f x
x
2 d. 2 2 2
Answer: a. Unḋefineḋ b. 2 c e f.
3 x a a h

10. f x x 7 8
Answer: a. 15 b. 14 c. 12 ḋ. x 7 8 e. a 7 8 f. a h 7 8

11. f x 6x  5
Answer: a. 5 b. 11 c. 23 ḋ. 6x  5 e. 6a  5 f. 6a  6h  5

x 2
12. f x
3x 7
2 b. 1 1 x 2 a 2 a h 2
Answer: a. c. 16 d. e. f.
7 10 7 3x 3a 7 3a 3h 7

, OpenStax Calculus Volume 1 Instructor Answer and Solution Guide


13. f x 9
Answer: a. 9 b. 9 c. 9 ḋ. 9 e. 9 f. 9

For the following exercises, finḋ the ḋomain, range, anḋ all zeros/intercepts, if any, of the functions.

x
14. f x
x2
Answer: x all real numbers; 0; y 0

15. g x 8x 1
1 1
Answer: x ; y 0; x ; no y-intercept
8 8

3
16. h x
x2 4
3 3
Answer: All real numbers; 0 y ; no x-intercept; y
4 4

17. f x x2
Answer: x y x y 2

1
18. f x
x 9
Answer: x 9; y 0; no intercepts

3
19. g x
x 4
3
Answer: x 4; y 0 ; no x-intercept; y
4

20. f x 4x 5
Answer: All real numbers; y 0; x y 20

7
21. g x
x 5
Answer: x 5; y 0; no intercepts

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Calculus, Volume 1
Course
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