Question

A 6-foot-tall wpman walks. t 6 ft/s toward light that is 30 ft above the ground. What is the rate of change a street f the length of her shadow when she is 5 ft from the street light? At what rate is the tip of her shadow Let L be the length of the woman's shadow and tx be the woman's distance from the street light. Write. n equation that relates L and x. Differentiate both sides f the equation with respect to t dl. dt The rate of change of the length of the woman's shadow is when she is 16 ft from the street light. (Type an exact answer simplified form.) The tip of her shadow moves at a rate of simplified form. when she is 16 ft from the street light. (Type an exact answer

Answer 1

24 WOMEY stred tistt Tre 0. 30 A A OA8 AOD c . Her thadeud 30 L+X SLE bithtiate w.t -> 4. dL dt dt dt , . dt Hsee

Tipt thadow drtana em wall pom titpectiak turrtt ds Y P t