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if the y intercept of Function R is 3/2 greater than the y intercept of Function J, which equation could represent Function R? A. y= -x + 4.5 B. y= 0.5× + 3 C. y= 3× + 0.5 D. y= 4.5× - 1

if the y intercept of Function R is 3/2 greater than the y intercept of Function J, which equation could represent Function R? A. y= -x + 4.5 B. y= 0.5× + 3 C. class=

Verified Answer :

calculista

Answer:

The answer is the option C

\(y=3x+0.5\)

Step-by-step explanation:

I will assume that the equation of the line in the figure is the function J

Let

R------> the y-intercept of the function R

J------>  the y-intercept of the function J

we know that

\(R=(3/2)+J\) ------> equation A

Observing the graph, the y-intercept of function J is equal to

\(J=-1\) -----> equation B

Substitute equation B in equation A

\(R=(3/2)+(-1)\)

\(R=0.5\)

so

The y-intercept of the function R must be equal to \(0.5\)

therefore

The equation  \(y=3x+0.5\) could represent Function R


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