Answer:
1. y = $255 + $0.15 X
2. <u>Examples of costs that would be included in a and in b.</u>
a - Fixed Cost
Example : Maintenance Cost over the period
b - Variable Cost
Example : Maintenance Cost after every flight
3. $435
Explanation:
<u>linear relationship</u>
Fist determine the high point and the low point
High : 2,300 round-trips
Low : 1,300 round-trips
Then determine the variable cost
<em>Variable Cost = Difference between Overheads ÷ Deference in Independent variables </em>
= ($600 - $450) ÷ (2,300 - 1,300)
= $0.15 per round-trip
Determine the fixed cost element
<em>Fixed Cost = Total Overheads - Variable cost at a point</em>
Choosing the Highest point this will be :
Fixed Cost = $600 - $0.15 × 2,300
= $255
Then the linear relationship y =a + bX will be : y = $255 + $0.15 X
<u>Examples of costs that would be included in a and in b.</u>
a - Fixed Cost
Maintenance Cost over the period
b - Variable Cost
Maintenance Cost after every flight
<u>Operating budget for the helicopter fleet with 1,200 round-trips in the coming year</u>
y = $255 + $0.15 X
= $255 + $0.15 × (1,200)
= $435