This math topic focuses on calculating the rise of a line by determining the change in the y-values (rise) given specific x-values and their corresponding function outputs. The problems involve identifying the correct rise between two points on a line represented by a function \( f(x) \). Each problem provides two x-values and their respective function outputs, and multiple choice answers for the calculated rise are presented. This set of problems aids in understanding line equations and graphing within a broader unit.

Work on practice problems directly here, or download the printable pdf worksheet to practice offline.

more
View

Rise of a Line from Coordinates of Points Given as Function Outputs Worksheet

Mobius Math Academy logo
Rise of a Line from Coordinates of Points Given as Function Outputs
1
f(7) = 6 f(10) = 10
Find the rise of the line (change in y) between 7 and 10 given the two values for y = f(x)
a
-5.6
b
-3
c
-9.6
d
-4
e
4
f
-10.4
2
Find the rise of the line (change in y) between 7 and 8 given the two values for y = f(x)
f(7) = 1 f(8) = 5
a
-4
b
-3.2
c
10.4
d
3.2
e
4
f
1
3
Find the rise of the line (change in y) between 4 and 5 given the two values for y = f(x)
f(4) = 1 f(5) = 4
a
3
b
6.6
c
-3
d
1
e
0
f
-0.6
4
Find the rise of the line (change in y) between 3 and 5 given the two values for y = f(x)
f(3) = 1 f(5) = 5
a
2
b
4
c
5.6
d
-4
e
2.4
f
4.8
5
Find the rise of the line (change in y) between 1 and 3 given the two values for y = f(x)
f(1) = 0 f(3) = 7
a
21
b
2
c
-5.6
d
4.2
e
7
f
-7
6
Find the rise of the line (change in y) between 3 and 4 given the two values for y = f(x)
f(3) = 5 f(4) = 7
a
-0.4
b
2
c
-1.6
d
-2
e
0.4
f
3.2
7
Find the rise of the line (change in y) between 3 and 10 given the two values for y = f(x)
f(3) = 2 f(10) = 5
a
3
b
5.4
c
3.6
d
-3
e
1.2
f
7
8
Find the rise of the line (change in y) between 6 and 7 given the two values for y = f(x)
f(6) = 8 f(7) = 5
a
-3
b
4.8
c
-0.6
d
3
e
0.6
f
-1