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dem82 [27]
2 years ago
11

BMC is considering upgrading the sound systems in their theaters so that their patrons can get the full experience from surround

sound movies. They discovered that upgrade costs at locations with 12 screens were $170,000 but were $110,000 at locations with six screens. What are the fixed costs of upgrading at a location? What are the marginal costs of upgrading another screen at a location? Hint: TC = FC + VC.
Business
1 answer:
Luda [366]2 years ago
6 0

Answer:

Fixed cost = $50,000

Marginal costs= $10,000

Explanation:

The costs of upgrading 12 screens = $170,000

The cost of upgrading 6 screens = $110,000

The difference between 12 screens At $170,000 and 6 screens at $110,000 represents the variable cost of 6 screens (12 - 6)

=$170,000 - $110,000 = 60,000

Variable costs for 6 screens = $60,000

Variable costs per screen = $60,000/ 6

=$10,000

Its cost $170,000 to upgrade 12 screens. variable costs per screen = $10,000

Fixed costs = $170,000 -( $10,000 x 12)

Fixed costs= $170,000 -$120,000

Fixed costs= $50,000

Marginal cost is the cost of upgrading one more screen, which is equivalent to variable costs for one screen

=$10,000

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Taylor Company has current sales of 1,000 units, which generates sales revenue of $190,000, variable costs of $76,000 and fixed
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Answer:

The change in net operating income after the changes by $14,200

Explanation:

For computing the change in net operating income, first, we have to compute the contribution per unit which is shown below:

Contribution per unit = Selling per unit - variable cost per unit

                                   = $190 per unit - $76 per unit

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where,

The selling per unit = (Sales revenue ÷ number of units)

                                = ($190,000 ÷ 1,000 units)

                                = $190 per unit

The variable cost per unit = (variable cost ÷ number of units)

                                           = ($76,000 ÷ 1,000 units)

                                           = $76 per unit

Now the change in operating income equals to

= (increased sales units × contribution per unit) - advertising cost

= (300 units × $114 per unit) - $20,000

= $34,200 -$20,000

= $14,200 increase

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