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Suppose the maximum healthy weight for a person who is 5 feet 9 inches tall is 150 pounds, and the maximum healthy weight for someone 6 feet 7 inches tall is 200 pounds. The relationship between weight and height here is linear.
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(a) Find a linear equation that gives the maximum healthy weight y for a person whose height is x inches over 4 feet 9 inches. (Thus x = 0 corresponds to 4 feet 9 inches and x = 3 to 5 feet,etc.)
yes that is correct
How do I find the equation?
y=mx+b use the two points you just explained to solve for the slope and the y intercept should correspond with 4 feet 9 inches because that is the starting point for the heights
(12, 150) and (19, 200)?
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\[y=\frac{ 50 }{ 7 }x+\frac{ 450 }{ 7 }\] Is that correct?
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