The Height Of A Plant, H Grows Proportional To Its Number Of Leaves L And Branches B By H=L* + 5B If The Leaves Oscillate With Time By L(T) = 1.1(Cos(T) + 1) And The Branches Grow By B(I) = 19t Then Determine The Rate Of Change Of The Height Of The Plant With Respect To Time When I = 4. A. DH/Dt=95.706 B. DH/Dt = -166.956 C. DH/Dt=0.849 D. Dh/Dt=380.000

 

The height of a plant, H grows proportional to its number of leaves L and branches B by H = L +5B. If the leaves oscillate with time by L(t) = 1.1(cos(t) + 1) and the branches grow by B(r) = 197 then determine the rate of change of the height of the plant with respect to time when 1 = 4. a. dH/dt=95.706 b. dH/dt=-166.956 c. dH/dt=0.849 d. dH/dt=380.000