The scatterplot shows the relationship between \(x\) and \(y\) for th… | Math SAT Question

The scatterplot has

10

data points.
The data points are in an exponential pattern trending up from left to right.
The data points have the following approximate coordinates:

(- 3, 1)

(- 1, 1.5)

(0, 4.3)

(0.5, 6.9)

(1, 8.4)

(2, 19.1)

(2.5, 31.9)

(3, 43.2)

(3.5, 71.3)

(4, 99.8)

Data set B is created by multiplying the

y

-value of each data point from data set A by

40

. Which of the following equations is the most appropriate model for data set B?

The scatterplot shows the relationship between

x

and

y

for the

10

data points in data set A.

y = 5 (2.04)^{x}

y = 40 (2.04)^{x} + 40

y = 5 (2.04)^{x} + 40

y = 199 (2.04)^{x}