C&A uses two steps to make a toy. Step $1$ takes $20$ seconds. Step $2$ takes $15$ seconds. Each step is staffed by one worker, for a total of two workers. Each worker is paid $$15$ per hour. Each toy is sold for $$20.$ Material costs are $$5$ per toy and fixed costs are $$500$ per hour. Demand rate is $120$ toys per hour. What will be the impact on C&A$$s profit per hour if the processing time of step $1$ is reduced by $5$ seconds? Assume the worker's pay is a variable cost. A$.$ No impact on profit B$.$ Cannot be determined C$.41\%$ increase D$.373\%$ increase $2.$ C&A uses two steps to make a toy. Step $1$ takes $20$ seconds. Step $2$ takes $15$ seconds. Each step is staffed by one worker, for a total of two workers. Each worker is paid $$15$ per hour. Each toy is sold for $$20.$ Material costs are $$5$ per toy and fixed costs are $$500$ per hour. Assume demand is unlimited. What will be the impact on C&A$$s profit per hour if the processing time of step $1$ is reduced by $5$ seconds? Assume the worker$$s pay is a variable cost. A$.$ No impact on profit B$.$ Cannot be determined C$.41\%$ increase D$.373\%$ increase