Answer:
the amount of net income or loss is $39,285
Explanation:
The computation of the amount of net income or loss is shown below:
= Net income + interest earned + unearned revenue - salaries & wages - prepaid insurance
= $38,775 + $375 + $805 - $395 - $275
= $39,285
hence, the amount of net income or loss is $39,285
The same should be considered and relevant
Answer and Explanation:
The computation of the increase or decrease in the net income when Alternative B should be selected rather Alternative A is given below:
<u>Particulars Alternative A Alternative B</u>
Revenue $160,000 $180,000
Less cost -$100,000 $125,000
Net income $60,000 $55,000
If we choose alternative B so there would be decrease in the net income by $5,000
Costs identified as indirect labor should be charged to manufacturing overhead.
Labor economics, or labor economics, seeks to understand the functioning and dynamics of the wage labor market. Labor is a commodity offered by workers, usually in exchange for wages paid by sophisticated firms.
If you have regular contractions that cause changes in the cervix, they are contractions. Contractions occur when the muscles in the uterus contract and then relax. Contractions help push the baby out of the womb.
In the three stages of labor, the body prepares the baby for birth (stage 1), delivers the baby (stage 2), and delivers the placenta (stage 3). During labor, your body uses contractions to dilate and close the cervix.
Learn more about labor here:brainly.com/question/453055
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Answer:
interest rate r = 6.78 %
Explanation:
given data
investment = $12,000
interest rate = 3.5 percent = 0.035
time = 5 year
interest rate = 7.9 percent = 0.079
time = next 15 year
to find out
What was your annual rate of return over the entire 20 years
solution
we get here interest rate as
interest rate r =
...................1
here t1 is time period for first 5 year and t2 is time i.e next 15 year and r1 and r2 is rate
now put here value we get
interest rate r =
interest rate r =
interest rate r = 1.0678 - 1
interest rate r = 0.0678
interest rate r = 6.78 %