USE GRAPHICAL INTEGRATION (derivatives and integrals alongwith graphical represe

Question

USE GRAPHICAL INTEGRATION (derivatives and integrals alongwith graphical representation) Suppose that you must determine the duration of the yellowlight at a highway intersection. Assume that cars will beapproaching the intersection traveling as fast as 65 mi/hr, thatdrivers' reaction times are as long as 0.5s, and that cars cansafely achieve a deceleration of at least 0.4g. (a) How long must the light remain yellow to allow drivers tocome to a stop safely before the light turns red? (b) What is the minimum distance cars must be from theintersection when the light turns yellow to come to a stop safelyat the intersection? USE GRAPHICAL INTEGRATION (derivatives and integrals alongwith graphical representation) Suppose that you must determine the duration of the yellowlight at a highway intersection. Assume that cars will beapproaching the intersection traveling as fast as 65 mi/hr, thatdrivers' reaction times are as long as 0.5s, and that cars cansafely achieve a deceleration of at least 0.4g. (a) How long must the light remain yellow to allow drivers tocome to a stop safely before the light turns red? (b) What is the minimum distance cars must be from theintersection when the light turns yellow to come to a stop safelyat the intersection?

Explanation / Answer

Nevermind! I figured it out myself... I just don't know how to delete the question haha

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