Your final answer is right, so well done. The only minor detail is the notation. The instantaneous rate of change, i.e. the derivative, is expressed using a limit.

The instantaneous rate of reaction is defined as the change in concentration of an infinitely small time interval, expressed as the limit or derivative expression above. Instantaneous rate can be obtained from the experimental data by first graphing the concentration of a system as function of time, and then finding the slope of the tangent ... Instantaneous Rates of Change Date_____ Period____ For each problem, find the average rate of change of the function over the given interval and also find the instantaneous rate of change at the leftmost value of the given interval.

Instantaneous Rates of Change Date_____ Period____ For each problem, find the average rate of change of the function over the given interval and also find the instantaneous rate of change at the leftmost value of the given interval. Apr 24, 2014 · For instance, at the instantaneous rate of change at t=4 is 0 cm 3 /hr and at the instantaneous rate of change at t=3 is -9 cm 3 /hr. I’ll leave it to you to check these rates of change. In fact, that would be a good exercise to see if you can build a table of values based on these rates of change. Anyway, back to the example.

The instantaneous rate of change is the rate of change of a function at a certain time. If given the function values before, during, and after the required time, the instantaneous rate of change can be estimated. While estimates of the instantaneous rate of change can be found using values and times,...