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AGS2 module 1 assessment

Last updated over 5 years ago

24 questions

Note from the author:

use as template, make a copy and customize as desired

1

1

1

1

1

1

1

1

1

1

1

Question 11

11.

1

Question 12

12.

1

1

1

1

1

1

1

1

1

1

1

1

Question 24

24.

Question 1

1.

Question 2

2.

Question 3

3.

Question 4

4.

Question 5

5.

Question 6

6.

graph the function

Question 7

7.

Question 8

8.

Question 9

9.

Question 10

10.

Question 13

13.

Question 14

14.

Question 15

15.

Question 16

16.

Question 17

17.

Question 18

18.

Plot the graph in the dialog box below.

Question 19

19.

Question 20

20.

Question 21

21.

Question 22

22.

Question 23

23.

y-intercept in (x,y) form

type of pattern

Linear

Quadratic

Exponential

How do you know your answer to #1 is correct? (select all that apply)

2nd difference is constant

change (1st difference) is linear

graph is parabolic

The first recursive equation is
 f (-1) = 3.  What is the second recursive equation?

explicit formula

This refers to the explicit equation for the table in the previous question.  Its not q#3 on the goformative.

domain is the set of real numbers, range is greater than or equal to one

domain >1, range is the set of real numbers

domain is the set of real numbers, range is the set of real numbers

domain >1, range >1

Linear

Quadratic

Exponential

Explain your answer for #7 (select all that apply)

change is constant

the points in the sequence are on the same line

the sequence can be modeled with y=mx+b

choose all that apply

y = 5x + 1

y = 5 (x + 4) - 1

y = 5x + 4

y = 5 (x - 4) + 1

Linear

Quadratic

Exponential

Explain how you know your answer to #13 is correct (select all that apply)

growth factor is constant

can be modeled with y = a * b^x

graph is an exponential curve

The first recursive equation is 
f(0) = 2/3.  What is the second recursive equation?

Linear

Quadratic

Exponential

Which of the following support your answer to #19? (select all that apply)

symmetric pattern

2nd difference is constant

the change pattern is linear 

the curve is parabolic

The first recursive equation is f(-2) = 0.  What is the second recursive equation?

explicit equation