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Schach [20]
3 years ago
8

Bob is trying to see if his shadow is longer than Kevin’s. Kevin is 3 feet tall, and Bob is 2½ feet tall. Kevin’s shadow is 5 fe

et long. Help Bob find the length of his shadow
Mathematics
1 answer:
BigorU [14]3 years ago
6 0

Given parameters:

Height of Kevin  = 3ft

Height of Bob = 2.5ft

Hieght of Kevin's shadow = 5ft

Unknown:

Length of Bob's shadow = ?

We can simply set up simple ratio to solve this problem.

 The ratio of Kevin's height to Bob's height is 3 : 2.5

  The ratio of their shadow should also be 5: Bob's shadow height

Equating the two of them should give a fairly constant ratio;

         \frac{3}{2.5}  = \frac{5}{Bob}  

            3Bob  = 5 x 2.5

 Bob's shadow height  = \frac{5 x 2.5}{3}   = 4.2ft

The height of Bob's shadow is  4.2ft.

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Answer:

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r + 4 = 7        -(r + 4) = 7
r = 7 - 4          -r - 4 = 7
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7y = 1/4 - 8/4                                 -7y = 1/4 + 2
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solution is : y = -1/4 or y = -9/28
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