A process is designed to produce $2,850$ units per hour. The process has a scrap rate of $2\mathrm{.}2\%$ and a $10\%$ inherent inefficiency. Assuming that the actual output of the process is $2,950$ units per hour, what is the process design capacity, available capacity, actual capacity, capacity utilization, efficiency and the output gap for this process?

The design capacity is $2850$ units per hour. $($Enter your response as a whole number.$)$

The available capacity is $2,787\mathrm{.}3$ units per hour. $($Enter your response rounded to one decimal place.$)$

The actual capacity is $$ units per hour. $($Enter your response rounded to one decimal place.$)$