The high and low levels of activity are 90,000 miles in April and 50,000 miles in February. The costs at these two levels are $195,000 and $120,000, re-spectively. The difference in costs is $75,000 ($195000-120000), and the difference in miles is 40,000 (90000-50000). Therefore, variable cost per unit is $1.875computed as follows.
75000÷40000=1.875
Determine the fixed costs by subtracting the total variable costs at either the high or the low activity level from the total cost at that activity level
Variable cost=1.875×50,000=93,750
fixed cost=120,000−93,750=26,250
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Answer: Difference = $185,948.5 - $147,285. = $38,663.5
Explanation:
To calculate the future value, you have to use the formula
fv = PA (1 + r/100)ⁿ
where
FV = future value
PA = Present Amount
r = rate
n = number of years
calculating for the future value if you earn a percent of 7.5 =
fv = 5,000 (1 + 0.075) ⁵⁰
fv = 5,000 ( 1.075)⁵⁰
fv = 5,000 (37.1897)
fv = 185,948.5
calculating the Fv when the rate is 7%
fv = 5,000 (1 + 0.070) ⁵⁰
fv = 5,000 ( 1.070)⁵⁰
fv = 5,000 (29.4570)
fv = 147,285
Then find the difference between the Fv when the rate is 7.5 and when the rate is 7
Therefore difference = $185,948.5 - $147,285. = $38,663.5
Answer:
$3,642.50
Explanation:
For computing the average annual amount of net income (loss), first we have to compute the net income which is shown below:
The ending balance of retained earning = Beginning balance of retained earnings + net income - dividend paid
$9,700 = $0 + Net income - ($2,420 + $0 + $1,440 + $1,010)
$9,700 = $0 + Net income - $4,870
So, the net income is
= $9,700 + $4,870
= $14,570
Now the average annual amount of net income is
= 
= 
= $3,642.50
