Answer:
option (d) $200.00
Explanation:
Average total cost for 100 pairs = $2.50
Marginal cost for every pair = $10.00
Now,
Total cost = Fixed cost + Variable cost
or
Fixed cost = Total cost - variable cost
or
Fixed cost = (Average total cost × 100) - (Marginal cost × 100)
= ($2.5 × 100) - ($1 × 100)
= $250 - $100
= $150
thus,
Total cost to produce 50 pairs of oven gloves
= fixed cost + variable cost
= $150 + (50 × $1)
= $150 + $50
= $200
Hence,
option (d) $200.00
Answer:
$8
Explanation:
Consumer surplus is the difference between the willingness to pay of a consumer and the price of the product.
Consumer surplus = willingness to pay - price
The consumer surplus of the 10th scarf :
Willingness to pay for the 10th scarf - price of the scarf
Willingness to pay for the 10th scarf = $200 / 10 = $20
Consumer surplus = $20 - $12 = $8
I hope my answer helps you
Answer:
Deitz Corporation
Cash Budget
For the Quarter ended March 31, 2020:
Beginning balance $33,300
Cash Collections From Customers 205,350
Sale of Equipment 3,330
Total available cash $241,980
Cash Payments:
Direct materials $47,730
Direct labor 77,700
Manufacturing overhead 38,850
Selling & Administrative 49,950
Purchase of Securities 15,540 $(229,770)
Ending Balance $12,210
Minimum Balance 27,750
Shortfall $15,540
Explanation:
Deitz Corporation uses this Cash Budget which it has prepared to understand its financial needs for the next quarter. For example, with the minimum balance of $27,750 most likely based on past experience the corporation will start making arrangements for some outside funds to the tune of $15,540 or more to meet its cash needs for the first quarter.
The person who wins!!!!!!!!!!!!!
Answer:
$42.5 billion
Explanation:
the expected value formula = ∑ (valueₙ x probabilityₙ)
expected value = (low value x probability of low value) + (most likely value x probability of most likely value) + (high value x probability of high value)
= ($5 billion x 20%) + ($45 billion x 70%) + ($100 billion x 10%) = $1 billion + $31.5 billion + $10 billion = $42.5 billion
