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Topic 1.2 (AROC in linear and quadratic)

Last updated 8 months ago

29 questions

1 point

1

Question 1

1.

quadratic

linear

neither

1 point

1

Question 2

2.

quadratic

linear

neither

1 point

1

Question 3

3.

quadratic

linear

neither

1 point

1

Question 4

4.

quadratic

linear

neither

1 point

1

Question 5

5.

quadratic

linear

neither

1 point

1

Question 6

6.

quadratic

linear

neither

1 point

1

Question 7

7.

concave up

concave down

neither

1 point

1

Question 8

8.

concave up

concave down

neither

1 point

1

Question 9

9.

concave up

concave down

neither

1 point

1

Question 10

10.

linear

quadratic

neither

1 point

1

Question 11

11.

linear

quadratic

neither

1 point

1

Question 12

12.

linear

quadratic

neither

1 point

1

Question 13

13.

linear

quadratic

neither

1 point

1

Question 14

14.

linear

quadratic

neither

1 point

1

Question 15

15.

linear

quadratic

neither

1 point

1

Question 16

16.

1 point

1

Question 17

17.

1 point

1

Question 18

18.

1 point

1

Question 19

19.

1 point

1

Question 20

20.

1 point

1

Question 21

21.

1 point

1

Question 22

22.

concave up

concave down

1 point

1

Question 23

23.

concave up

concave down

1 point

1

Question 24

24.

concave up

concave down

1 point

1

Question 25

25.

concave up

concave down

1 point

1

Question 26

26.

concave up

concave down

1 point

1

Question 27

27.

concave up

concave down

10 points

10

Question 28

28.

EXPLAIN VERY SPECIFICALLY how you can tell from a set of data points if a function is linear, quadratic, or neither. Use a specific example of each situation from this homework assignment in your explanation. I will grade this STRICTLY and this question is worth 10 points.

10 points

10

Question 29

29.

EXPLAIN VERY SPECIFICALLY how you can tell from a set of data points if a function is concave up, concave down, or neither. Use a specific example of each situation from this homework assignment in your explanation. I will grade this STRICTLY and this question is worth 10 points.