Answer and Explanation:
The computation of the percentage of change is as follows;
a. For 2020 to 2021
= (Net income in 2021 - net income is 2020) ÷ (net income in 2020)
= ($473,000 - $503,000) ÷ ($503,000)
= -5.96% decrease
b .For 2021 to 2022
= (Net income in 2022 - net income is 2021) ÷ (net income in 2021)
= ($521,000 - $473,000) ÷ ($473,000)
= 10.15% increase
In this way it is calculated
Answer:
$418,550
Explanation:
Steps are shown below:
a. The computation of the economic order quantity is shown below:
=
=
= 2,040 units
b. The number of orders would be equal to
= Annual demand ÷ economic order quantity
= $52,000 ÷ 2,040 units
= 25.49 orders
c. The average inventory would equal to
= Economic order quantity ÷ 2
= 2040 units ÷ 2
= 1,020 units
d. The total cost of ordering cost and carrying cost equals to
Ordering cost = Number of orders × ordering cost per order
= 25.49 orders × $50
= $1,275
Carrying cost = average inventory × carrying cost per unit
= 1,020 units × $1.25
= $1,275
So, the total annual cost would be
= Purchase cost + ordering cost + carrying cost
= $416,000 + $1,275 + $1,275
= $418,550
Purchase cost = Annual demand × cost per unit
= 52,000 × $8
= $416,000
Answer:
$669,950
Explanation:
Computation of taxable income
Bali’s net book income before tax$605,800 Excess of book over tax depreciation25,600
Book gain on equipment sale$(23,000)
(53,000-27,400)
Tax gain on equipment sale38,000 15,000
(23,000-38,000=15,000)
Nondeductible loss on sale to related party 23,550
(75,000-51,450)
Taxable income$669,950
(605,800+25,600+15,000+23,550)
Therefore the taxable income will be $669,950
Answer:
Explanation:
Experiments were performed for 240 people, 60 people test positive.
Step 1: we calculate the sample proportion; p= 60/240= 0.25.
Step 2: calculate the standard error for the sample, which is the square root of sample proportion,p = p(1-p)/n, n=100
0.25(1-0.25)/100
= 0.04.
Step 3: calculate the test statistics; assuming the hypothesis test percentage is 25%
Then, we say 0.25-1=0.75
-0.75/0.04
= -1.875.
In particular, the sample results are -1.875 standard error.
Probability of Z is less than -1.875.
Look up it value in the Z table