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The endpoints of the diagonal of a rectangle are located at (2,3) and (7,10). If the width of the rectangle is sqrt(10) what is the length?
I understand the answer how we can get the diagonal but I wanted to shave time and try a ratio solution but it doesn't work can anyone explain why:
Since its a diagonal we are talking about in this case of the rectangle. And, we are given the width. I just did a ratio of width to length (x) to the actual x and y values of the diagonal
(sqrt(10)/x)) = (5/7)
Get it?
But the answer is different but Im thinking the logic is right, why doesn't this work?
I understand the answer how we can get the diagonal but I wanted to shave time and try a ratio solution but it doesn't work can anyone explain why:
Since its a diagonal we are talking about in this case of the rectangle. And, we are given the width. I just did a ratio of width to length (x) to the actual x and y values of the diagonal
(sqrt(10)/x)) = (5/7)
Get it?
But the answer is different but Im thinking the logic is right, why doesn't this work?