Mathematics: The amount of time it takes to fill a whirlpool tub is inversely proportional to the square of the radius of the pipe used to fill it. if a pipe of radius 2.5 inches can fill the tub in 8 minutes, how long will it take the tub to fill if a pipe of radius 3.5 inches is used? how many inches would the tub fill approximately in minutes?

The amount of time it takes to fill a whirlpool

Ответ:

americanbellabeauty

16.01.2022

Inverse variation is of the form y=kx, we are given the point (2.5, 8) so we can solve for k, the constant of variation...

8=2.5k divide both sides by 2.5

3.2=k so the equation is:

y=3.2x, when x=3.5 you have

y=3.2(5)

y=16 minutes.

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Ответ:

lottie2306

21.03.2022

Mathematics

Step-by-step explanation:

$\frac{a}{A}=\frac{\theta }{360^o}\\ \\ a=\frac{\pi r^2 \theta}{360^o}\\ \\ a=\frac{\pi (8.7)^2(126^o)}{360^o}\\ \\ a=\frac{9536.94\pi}{360}in^2\\ \\ a\approx 83.23 in^2$

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