Answer:
240,000,000
Explanation:
Each year you would need to invest 240,000,000 into the saving account over a period of five years to get to the desired amount. If they are only putting in 12%of the retirement funds that would 14,400,000 and that would take about 8 years.
Answer: Cash $1,960
Sales returns and allowances $800
Sales discount $40
Accounts receivable $2,800
Explanation:
Sales = $2,800
Sales returns = $800
Discount rate = 2%
The final amount due will be:
= Sales- Sales returns
= $2,800 - $800
= $2,000
Sales discount = 2% × $2,000 = $40
Cash received will be:
Final amount due - Sales discount
= $2,000 - $40
= $1,960
The journal entry will be:
Debit Cash $1,960
Debit Sales returns and allowances $800
Debit Sales discount $40
Credit Accounts receivable $2,800
Answer:
D) 356
Explanation:
ME = Z x √[(P x Q) / N]
- margin of error (ME) = 4%
- 90% confidence level (Z) = 1.645 (by convention)
- P = 70% of apples exceed Grade A
- Q = 30% of apples do not exceed Grade A
- N = sample size = ?
0.04 = 1.645 x √[(0.7 x 0.3) / N]
0.04 = 1.645 x √(0.21 / N)
0.04 = 1.645 x 0.458 / √N
0.04 = 0.7538 / √N
√N = 0.7538 / 0.04 = 18.84
N = 18.84² = 355.2 ≈ 356 (there is no 0.2 apples, you must round up)
In the context of the aio dimensions for measuring consumers' lifestyles, "a" stands for <span><em>activities</em></span>
Answer:
$414.64
Explanation:
For computing the value of zero-coupon bond we need to apply the present value formula i.e to be shown in the attachment
Given that,
Future value = $1,000
Rate of interest = 9% ÷ 2 = 4.5%
NPER = 10 years × 2 = 20 years
PMT = $0
The formula is shown below:
= -PV(Rate;NPER;PMT;FV;type)
So, after applying the above formula, the present value is $414.64
