Raymond B. answered 05/20/22
Math, microeconomics or criminal justice
D = kS^2
43 = k(35^2) = 1225k
k = 43/1225
D = (43/1225)S^2
D = (43/1225)(65^2)
= 43(4225)/1225
= about 148.31 feet
= stopping distance going 65 mph
Brandi L.
asked 05/19/22the braking distance of a car varies directly as the square of the speed of that car. Assume that a car traveling 35 miles per hour can stop 43 feet after the brakes are applied. how long is the braking distance for the same care traveling at 65
Raymond B. answered 05/20/22
Math, microeconomics or criminal justice
D = kS^2
43 = k(35^2) = 1225k
k = 43/1225
D = (43/1225)S^2
D = (43/1225)(65^2)
= 43(4225)/1225
= about 148.31 feet
= stopping distance going 65 mph
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