Answer:
a. $0.23 per unit and $48,701
Explanation:
Highest total cost (Ch)= $113,400
Most units produced (Uh) = 281,300 units
Lowest total cost (Cl) = $87,600
Fewest units produced (Ul) = 167,700 units
According to the high-low method, the variable cost per unit is given by:
[tex]V_c = \frac{C_h-C_l}{U_h-U_l}= \frac{113,400-87,600}{281,300-167,700}\\V_c = \$0.23\ per\ unit[/tex]
Using the month of April (highest production), total Fixed costs are given by:
[tex]FC = 113,400- (0.23*281,300)\\FC=\$48,701[/tex]
Calico Industries' variable cost per unit and the total fixed costs are, respectively, $0.23 per unit and $48,701.