Please help solve all parts

Problem $14-13($Algorithmic$)$

Wilson Publishing Company produces books for the retail market. Demand for a current book is expected to occur at a constant annual rate of $6800$ copies. The cost of one copy of the book is $$12.$ The holding cost is based on an $16\%$ annual rate, and production setup costs are $$140$ per setup. The equipment on which the book is produced has an annual production volume of $27000$ copies. Wilson has $250$ working days per year, and the lead time for a production run is $12$ days. Use the production lot size model to compute the following values:

a$.$ Minimum cost production lot size. Do not round intermediate values and round your final answer to two decimal places.

$Q^{**}=$

b$.$ Number of production runs per year. Do not round intermediate values and round your final answer to two decimal places.

Number of production runs per year $=$

c$.$ Cycle time. Do not round intermediate values and round your final answer to two decimal places.

$T=$ days

d$.$ Length of a production run. Do not round intermediate values and round your final answer to two decimal places.

Production run length $=$

days

e$.$ Maximum inventory. Do not round intermediate values and round your final answer to two decimal places.

Maximum inventory $=$

f$.$ Total annual cost. Do not round intermediate values and round your final answer to two decimal places.

Total cost $=$$

g$.$ Reorder point. Do not round intermediate values and round your final answer to two decimal places.

$r=$