Total costs at a restaurant are listed below:
Customers Served | Total Cost | |||||||
March | 11,649 | $ | 26,575 | |||||
April | 11,445 | $ | 26,438 | |||||
May | 11,977 | $ | 26,795 | |||||
June | 12,200 | $ | 26,944 | |||||
July | 11,709 | $ | 26,615 | |||||
August | 11,195 | $ | 26,271 | |||||
September | 11,989 | $ | 26,803 | |||||
October | 11,680 | $ | 26,596 | |||||
November | 11,828 | $ | 26,695 | |||||
The restaurant's total cost is a mixed cost that depends on customers served. The restaurant's management uses the high-low method to estimate the variable and fixed components of this cost. If the management believes that the restaurant will be able to serve 16,000 customers in December, the restaurant's estimated total cost for December is closest to: (Round your intermediate calculations to 2 decimal places.)
Variable cost per customer served = (Highest activity cost – Lowest activity cost)/(Highest activity customer served - Lowest activity customer served)
= (26,944 - 26,271)/(12,200 - 11,195)
= 673/1,005
= $0.67
Fixed cost = Highest activity cost – (Variable cost per customer served x Highest activity customer served)
= 26,944 - (0.67 x 12,200)
= 26,944 - 8,174
= $18,770
Total cost when 16,000 customers are served = Fixed cost + (Variable cost per customer served x 16,000)
= 18,770 + (0.67 x 16,000)
= 18,770 + 10,720
= $29,490
Get Answers For Free
Most questions answered within 1 hours.