Its B, Professional and business services. I just took the test.
Answer:
$118.83 per month that Zach must save.
Explanation:
This is a future value annuity as we know the cruise will cost $16500 in 4 years time as estimated by Zach for the cruise.
Fv is the future value for the annuity which is $16500
we also have i the interest rate which is 3.99% monthly
n is the number of periods in which the monthly amount is saved 4 x 12 =48
now we will substitute to the following formula and solve for C the monthly payments that Zach saves for the cruise:
Fv =C [((1+i)^n -1)/ i] now we substitute
$16500 = C[((1+3.99%)^48 -1)/3.99%)] then solve for C
$16500/[(1+3.99%)^48 -1)/3.99%] = C
C = $118.83 that Zach must save per month for 4 years to afford the cruise.
Answer: b. Sales Returns, Wages, Machinery, Discount Allowed
Explanation:
Sales returns reduce the sales made. Sales are put on the credit side so transactions that will reduce sales such as sales returns would have to go on the debit side.
Wages are an expense and expenses are debited to show they are increasing so they have a debit balance.
Machinery is an asset and assets have debit balances.
Discount allowed reduces the sales balance and as mentioned above, transactions that reduce sales go on the debit side so this has a debit balance as well.
Answer:
13.86%
Explanation:
Calculation to determine the flotation-adjusted (net) cost of its new common stock
Using this formula
Cost of new common stock(re) = [d1 / stock price (1-flotation cost)] +g
Let plug in the formula
Cost of new common stock(re)= [$1.36 / 33.35 (1 – 0.065)]+0.094
Cost of new common stock(re)= [$1.36 / 33.35 (0.935)]+0.094
Cost of new common stock(re)= [$1.36/31.182)+0.094
Cost of new common stock(re)=0.04361+0.094
Cost of new common stock(re)=0.1376*100
Cost of new common stock(re)=13.76%
Therefore the flotation-adjusted (net) cost of its new common stock will be 13.76%
Answer:
The answer is lose-lose
Explanation:
In a lose-lose approach, one's actions hurt oneself as much as they do their opponent.