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The Function R(t)=1,120+79tt3R ( t ) = 1,120 + 79 t - t ^ { 3 }

question 7

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The function R(t) =1,120+79tt3R ( t ) = 1,120 + 79 t - t ^ { 3 } represents the value of the U.S. dollar in Indian rupees as a function of the time t in days. Find the average rates of change of R(t) R ( t ) over the time intervals [t,t+h][ t , t + h ] , where t is as indicated and h=1h = 1 , 0.10.1 , 0.010.01 , and 0.00010.0001 days. Hence, estimate (using h=0.0001h = 0.0001 ) the instantaneous rate of change of  R \text { R } at time t=2t = 2 .
Select your answer rounded to the nearest whole number.


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