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December 19, 2014

December 19, 2014

Posted by **Sam** on Thursday, March 24, 2011 at 5:22pm.

1) The weight of an object above Earth can be modeled by a function of the form w(h)=(r/r+h)^2*"w , where r is the radius of Earth

0"

(approximately 3950 miles)," h" is the distance above Earth's surface, and

"w is the weight of the object on the surface of the Earth.

0"

a) At what height will a 150-pound object weigh 50 pounds?

I used the following:"w = 150 w(h)= 50 r=3950

0"

So I plugged these values into the equation given:

50=(3950/3950 + h)^2*150

and my answer was h= 7900

b) How high would a crow carrying a whelk haveto fly for the whelk's weight to change by 0.1%?

- Pre-Calc H.W. Help :) -
**MathMate**, Saturday, March 26, 2011 at 7:18pmDon't know how you got 7900.

50=(3950/3950 + h)^2*150

transpose and square root

(3950+h)/3950 = sqrt(150/50)

h=6842-3950=2892 (miles)

Similarly for the crow:

(3950+h)/3950)=sqrt(1.001/1.000)

h=1.97 miles

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