Solve a Specific Antiderivative (aka Initial Value) Problem.A manufacturer has determined that an employee with t days of production experience will be ableto produce items at a rate ofp(t)=2.16e-0.06t(1-e-0.06t)2items per day. Ifan employee with no experience can produce 13 items each day, how many itemscan an employee with 4 days of experience produce each day? Round your answer to the nearesttenth ofan item, if necessary. Note: p(t)is sometimes used in place ofP'(t) for the rate of change asthe meaning is the same: p(t)=P'(t).The production per day function isP(t)=An employee with 4 days of experience can produceitems per day.PLease do not just cut and paste anAI solution. I have already looked at3 with 3 different answers. I need to understand the steps. Thank you.