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In Problem 15, when the man is 5 ft from the house, find the time-rate of change of that portion of his shadow which lies on the g...
A light at eye level stands 20 ft from a house and 15 ft from the path leading from the house to the street. A man walks along the...
An elevated train on a track 30 ft above the ground crosses a street at the rate of 20 ft/sec at the instant that a car, approachi...
ln(1+(0.3915(1-x)/x))=0.930238784843209
(32/9)^2
0.05 AS A FRACTION IN SIMPELEST FORM
(2.7*10⁷)*(4*10⁵)