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The scatter plot below shows how the number of posters sold each day at a museum is related to the cost per poster.
image
The museum manager drew the line of best fit on the scatter plot. Which statement best interprets the meaning of the y-intercept of the line of best fit?
A.
For each $1 increase in the price of the posters, about 1 more poster is sold.
B.
For each $1 increase in the price of the posters, about 1 fewer poster is sold.
C.
If the posters are free, about 40 posters are given away.
D.
If the posters cost $40 each, the number sold is about 0.
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C
The y-intercept is the predicted number sold when the price (x) is 0, so it means if the posters were free, about 40 would be given away. Options A and B describe the slope; D describes the x-intercept.
The y-intercept is the predicted number sold when the price (x) is 0, so it means if the posters were free, about 40 would be given away. Options A and B describe the slope; D describes the x-intercept.
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