Consider a process consisting of three resources. Assume there exists unlimited demand for the product.

Resource $1$ has a processing time of $5$ minutes per unit.

Resource $2$ has a processing time of $3$ minutes per unit.

Resource $3$ has a processing time of $6$ minutes per unit.

The three resources are staffed by different workers individually. The fiow diagram is shown above.

a$.$ What is the capacity of resource $2?$

Note: Round your answer to $3$ decimal places.

$\backslash$table$[[,$Answer is complete and correct.,$],[$Capacity$,0\mathrm{.}333,$units per minute$]]$

b$.$ What is the bottleneck in the process?

Note: Enter your answer as whole number.

$$ Answer is complete and correct.

Bottleneck $($Resource$)$

Prev

$3$ of $6$

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b$.$ What is the bottleneck in the process?

Note: Enter your answer as whole number.

Answer is complete and correct.

Bottleneck $($Resource$)$

c$.$ What is the utilization of resource $2?$

Note: Enter your answer as a whole percent.

percent

d$.$ How long does it take the process to produce $183$ units starting with an empty system, assuming this is a worker$-$paced process? Note: Enter your answer as whole number.

Time taken

minutes

Please answer C and D