Solve using D$-$code program. Need to know the promgram input. Jungle Jim runs a company offering Jeep tours into the African Grasslands in

Kenya. He has recently increased his fleet to $10$ jeeps, $10$ drivers and $10$

guides. Each Jeep can carry $8$ tourists plus the driver and the guide. The

ticket prices for a full$-$day tour are $175$ dollars a person and a half$-$day tour is

$100$ dollars per person. Five jeeps run two half$-$day tours and the remaining

five run full$-$day tours. Jim$$s insurance company charges him $20$ dollars per

tourist regardless of the tour length. Each jeep consumes $50$ dollars in fuel per

day. Jim believes fuel expenses will increase $2\mathrm{.}5\%$ each month for the next six

months. He anticipates a $2$ dollar increase per ticket for full$-$day tours and a $1$

dollar increase per ticket for half$-$day tours to cover the increase in fuel

expenses. Jim also pays a semi$-$annual licensing fee of $3000$ dollars to the

Kenyan government. The $10$ jeeps are leased through Kenyan Motors for $100$

dollars per month per jeep. Each half$-$day guide is paid $50$ dollars a tour while

each full$-$day guide is paid $80$ dollars a tour. Drivers are paid $60$ dollars for a

full$-$day tour and $30$ dollars for a half$-$day tour. Jim believes each jeep to be

$70\%,85\%,90\%,90\%,80\%,$ and $75\%$ full over the next six months. Help Jim

estimate his p