Answer:
The answer is "4200"
Explanation:
Please find the complete question in the attached file:
Calculating the variable cost in km:
[tex]= \frac{(105,000 \times 0.114 - 70,000 \times 0.134)}{(35,000)} \\\\ = \frac{(11,970 - 9,380)}{(35,000)} \\\\ = \frac{2,590}{(35,000)} \\\\ =0.074[/tex]
Calculating the fixed cost:
[tex]= (105,000 \times 0.114) - (105,000 \times 0.074) \\\\ = (11,970) - (7,770) \\\\=4,200[/tex]