don't use chatgpt.....A lean system has $23$ containers, each of which can hold $10$ parts. The lead time required to round$-$ trip one container through the system is four hours. The required safety stock is $15$ percent. a$.$ What is the maximum demand rate this system can accommodate? Do not round intermediate calculations, Round your answer to the nearest whole number. parts$/$hrb$.$ The company wants to accommodate double the maximum demand rate found in $($a$).$ What are all the ways the system could be changed to accomplish this? I. Reduce S to $7\mathrm{.}5\%|$I$.$ Double # of containers lII. Reduce T to $2$hr$.$ IV$.$Increase C to $20$ parts A lean system has $23$ containers, each of which can hold $10$ parts. The lead time required to round$-$trip one container through the system is tour hours. $1$ne required safety stock is $15$ percent. a$.$ What is the maximum demand rate this system can accommodate? Do not round intermediate calculations. Round your answer to the nearest whoile numiber b$.$ The company wants to accommodate double the maximum demand rate found in $($o$).$ What are all the ways the system could be changed to accompish this $1.$ Reduce s to $7\mathrm{.}5\%.$ Double # of containers IIL. Reduce Tto $2$ hr$.$ TV$.$ Increase C to $20$ parts $-$Select