We are asked in this problem to evaluate the derivative of tan pi x. To answer this, we use the trigonometric rule in differential calculus where the derivative of tan x is equal to sec^2 x. hence the answer is pi sec^2 pi x
Downwind DATA:
distance = 1330 ; time = 5 hrs ; rate = d/t = 1330/5 = 266 mph
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Upwind DATA:
distance = 1330 ; time = 7 hrs ; rate = d/t = 1330/7 = 190 mph
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Equations:
p + w = 266
P - w = 190
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Subtract 2nd equ. from 1st to get:
2w = 76
w = 38 mph (speed of the wind)
Answer 38mph
24 / (3/8) =
24 * 8/3 =
192/3 =
64......there are 64 three-eights quart jars