Solve for the Output/Input
Is it a function?
Compare Linear Functions
100

Find the output (y) when the input (x) is: 5 

y= x/20 + 8

y= 8.25

100

Are the following outputs a function of the inputs? Be specific when explaining why.

Yes

100

CONGRATS YOU GET A FREE 100 POINTS 

IF

YOU SAY SOMETHING NICE TO YOUR TEACHER :)

:) 

200

Find the input when the output is: 8

y=72x - 16

x=1/3

200

Is the number of second plates a function of the grams of sugar?

No, the number of second plates is not a function because when ther are 15 seconds the number of sugar could be 180 grams or 120. 

200

Describe what a person would see using specific language. 

bathtub start with no water and they fill the tub at a constant rate. They turn the water off and it stays at the same height for the duration of the bath. When they are done, they pull the drain and the tub drains out at a quick rate until there is no water. 

300

Find the input (x) when the input (y) is: 350

y = 100x + 25

y= 3.25

300

Are the following outputs a function of the inputs? Be specific when explaining why.

No

300

Is this function linear? How do you know? And, who drives slower? 

Yes it is linear because both trucks are increasing at a constant rate. Truck A drives slower because it is not increasing as fast as Truck B. 

400

Find the input when the output is: 5

y=15x + 20

x= -1

400

Are the following outputs a function of the inputs? Be specific when explaining why. 

Yes, even though all the outputs are the same, they each correspond to exactly one input. 

400

Using the equation and the table, determine which is greater when the input is: 4

Equations: k= 3j + 11

the equation is greater 

500

Find the output (y) when the input (x) is: 9 

y= -4(x - 5)  

y= -16

500

Are the following outputs a function of the inputs? Be specific when explaining why. 

No, becasue for the input -1, it could go with output -2 or -4 and 1 and in input 1 could go to outputs 2 and 4 . Outputs cannot have two different inputs. 

500

Part A: Which City was colder at 5pm? 

Part B: Compare the temperatures of the cities at 2pm. 

Part A: They were the same temperature 

Part B: City A was 52 degrees and City B was 78 degrees. City B was 26 degrees warmer than City A.