OpenStax Calculus Volume 1 Instructor Answer and Solution Guide Questions and Solutions Calculus Exam Review Test Bank with Solution 2026/ 2027

OpenStax Calculus Volume
OpenStax
1 Instructor
Calculus
Answer
Volume
OpenStax
and1Solution
Instructor
Calculus
Guide
Answer
Volume
Questions
and1Solution
Instructor
and Solutions
Guide
Answer
Questions
2026
and2027.pdf
Solution
and Solutions
Guide Questions
2026 2027.pdf
and Solutions 2026 2027.pdf




OpenStax Calculus
Volume 1
Instructor Answer
and Solution Guide
Questions and
Solutions 2026
2027




OpenStax Calculus Volume
OpenStax
1 Instructor
Calculus
Answer
Volume
OpenStax
and Solution
1 Instructor
Calculus
GuideAnswer
Volume
Questions
and
1 Instructor
Solution
and Solutions
Guide
Answer2026
Questions
and2027.pdf
Solution
and Solutions
Guide Questions
2026 2027
and Solutions 2026 2027.pdf

,OpenStax Calculus Volume 1 Instructor Answer
OpenStax
and Calculus
Solution Guide
Volume.pdf
1 Instructor Answer
OpenStax
and Calculus
Solution Guide
Volume.pdf
1 Instructor Answer and Solution Guide .pdf


OpenStax Calculus Volume 1 Instructor Answer and Solution Guide




OpenStax Calculus Volume 1 Instructor Answer
OpenStax
and Solution
CalculusGuide
Volume
.pdf1 Instructor OpenStax
Answer and
Calculus
Solution
Volume
Guide 1 Instructor Answer and Solution Guide .pdf

,OpenStax Calculus Volume 1 Instructor Answer
OpenStax
and Calculus
Solution Guide
Volume.pdf
1 Instructor Answer
OpenStax
and Calculus
Solution Guide
Volume.pdf
1 Instructor Answer and Solution Guide .pdf


OpenStax Calculus Volume 1 Instructor Answer and Solution Guide


Chapter 1
Functions and Graphs
1.1 Review of Functions

Section Exercises
For the following exercises, (a) determine the domain and the range of each relation, and
(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. Domain = −3, −2, −1, 0,1, 2, 3, range = 0,1, 4, 9 b. Yes, a function

2.
x y x y
–3 –2 1 1
–2 –8 2 8
–1 –1 3 –2
0 0
Answer: a. Domain = −3, −2, −1, 0,1, 2, 3, range = −2, −8, −1, 0,1,8 b. Yes, a function

3.
x y x y
1 –3 1 1
2 –2 2 2
3 –1 3 3
0 0
Answer: a. Domain = 0,1, 2, 3, range = −3, −2, −1, 0,1, 2,3 b. No, not a function

4.
x y x y
1 1 5 1
2 1 6 1
3 1 7 1
4 1
Answer: a. Domain = 1,2,3,4,5,6,7 , range = 1 b. Yes, a function




OpenStax Calculus Volume 1 Instructor Answer
OpenStax
and Solution
CalculusGuide
Volume
.pdf1 Instructor OpenStax
Answer and
Calculus
Solution
Volume
Guide 1 Instructor Answer and Solution Guide .pdf

, OpenStax Calculus Volume 1 Instructor Answer
OpenStax
and Calculus
Solution Guide
Volume.pdf
1 Instructor Answer
OpenStax
and Calculus
Solution Guide
Volume.pdf
1 Instructor Answer and Solution Guide .pdf


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. Domain = 3, 5,8,10,15, 21, 33, range = 0,1, 2, 3 b. Yes, a function

6.
x y x y
–7 11 1 –2
–2 5 3 4
–2 1 6 11
0 –1
Answer: a. Domain = −7, −2,0,1, 3, 6, range = −1, −2,1, 4,5,11 b. No, not a function

For the following exercises, find the values for each function, if they exist, then simplify.
a. f (0) b. f (1) c. f (3) d. f (− x) e. f (a ) f. f ( a + h)

7. f ( x ) = 5x − 2
Answer: a. −2 b. 3 c. 13 d. −5x − 2 e. 5a − 2 f. 5a + 5h − 2

8. f ( x ) = 4 x 2 − 3x + 1
Answer: a. 1 b. 2 c. 28 d. 4 x 2 + 3x + 1 e. 4a 2 − 3a + 1 f. 4a 2 + 8ah + 4h 2 − 3a − 3h + 1

2
9. f ( x) =
x
2 2 2 2
Answer: a. Undefined b. 2 c d. − e f.
3 x a a+h

10. f ( x) = x − 7 + 8
Answer: a. 15 b. 14 c. 12 d. − x − 7 + 8 e. a − 7 + 8 f. a + h − 7 + 8

11. f ( x ) = 6x + 5
Answer: a. 5 b. 11 c. 23 d. −6 x + 5 e. 6a + 5 f. 6a + 6h + 5

x−2
12. f ( x) =
3x + 7
2 1 1 x+2 a−2 a+h−2
Answer: a. − b. − c. d. − e. f.
7 10 16 7 − 3x 3a + 7 3a + 3h + 7




OpenStax Calculus Volume 1 Instructor Answer
OpenStax
and Solution
CalculusGuide
Volume
.pdf1 Instructor OpenStax
Answer and
Calculus
Solution
Volume
Guide 1 Instructor Answer and Solution Guide .pdf