Answer:
U.S. dollars = 14.012 U.S. dollars
Explanation:
Below is the exchange rate:
0.92777 Canadian dollars = 1 U.S dollars
Thus to find the amount of U.S. dollars bought from the 13 Canadian dollars, just divide the 13 Canadian dollars from 0.92777. Therefore the resulting answer will be the U.S. dollars.
U.S. dollars = 13 / 0.92777
U.S. dollars = 14.012 U.S. dollars
Answer:
Fixed costs= $300,000
Explanation:
Giving the following information:
Selling price per unit= $20
Variable expenses= $14
Break-even point in units= 50,000
<u>To calculate the fixed costs, we need to use the following formula:</u>
Break-even point in units= fixed costs/ contribution margin per unit
50,000= fixed costs / (20 - 14)
50,000*6= fixed costs
Fixed costs= $300,000
To answer this item, we let x be Jeff's speed when going back home. With this representation, the speed from home to his parents is x + 9. The total time it took him for the trip is 8 hours. The time of each trip can be calculated by dividing the distance by time. Such concept is presented below.
8 hours = 160/x + 160/(x + 9)
The value of x from the equation is 36. Thus, his speeds were 36 miles/h and 45 miles/h.
Answer:
$328,400
Explanation:
Cost of Goods Manufactured is calculated in Manufacturing Account as follows :
<em>Cost of Goods Manufactured = Beginning Work In Process Inventory + Total Manufacturing Costs - Ending Work In Process Inventory</em>
therefore,
Cost of Goods Manufactured = $13,000 + ($121,000 + $61,000 + $15,000 + $111,000 + $24,000) - $16,600
= $328,400
