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tatuchka [14]
3 years ago
10

Monica wants to sell her share of an investment to Barney for $80,000 in 5 years. If money is worth 6% compounded semiannually,

what would Monica accept today?
Business
1 answer:
Fittoniya [83]3 years ago
7 0
Answer: $59,780.65

Explanation:

To find out what she would accept today, we need to apply the present value formula which is= V.P(1+i)^-n

So, $80,000(1+6%)^-5= $59,780.65
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At December 31, Gill Co. reported accounts receivable of $238,000 and an allowance for uncollectible accounts of $600 (credit) b
meriva

Answer:

$6,540

Explanation:

Given:

accounts receivable of $238,000

allowance for uncollectable accounts of $600 (credit)

Also, the allowance for uncollectible accounts should be 3% of accounts receivable.

Therefore the amount of the adjustment for uncollectible accounts would be

= 3% of $238,000 - $600= $(7140-600)= $6,540

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A mortgage is a legal agreement between a borrower and a
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Sanchez Semiconductors produces 400 comma 000 high minus tech computer chips per month. Each chip uses a component that Sanchez
lilavasa [31]

Answer:

Effect on income= 1,120,000 - 440,000= 680,000 increase

Explanation:

Giving the following information:

Sanchez Semiconductors produces 400,000 tech computer chips per month.

The variable costs to make the component are $ 1.30 per​ unit, and the fixed costs are $ 1,200,000 per month. The company has been approached by a foreign producer who can supply the​ component, within acceptable quality​ standards, for $ 1.10 each. If the company chooses to​ outsource, fixed costs can be reduced by 50%.

Make in house:

Variable cost= 400,000*1.3= 520,000

Unavoidable Fixed costs= 600,000

Total= 1,120,000

Buy= 1.1*400,000= 440,000

6 0
2 years ago
If you look at stock prices over any year, you will find a high and low stock price for the year. Instead of a single benchmark
I am Lyosha [343]

Answer:

High target price 38.8821

Low target price 29.6153

Explanation:

Calculation to determine your high and low target stock price over the next year

First step is to calculate the seperate yearly PE ratio for High and low price using this formula

PE ratio = Market price / EPS

EPS = B

Low = C

High = D

Let plug in the formula

Year 1

PE(High) C/B = $ 27.43/1.35

PE(High) C/B = 20.3185

PE(Low) D/B = 19.86/1.35

PE(Low) D/B = $14.7111

Year 2

PE(High) C/B = $ 26.32/1.58

PE(High) C/B = 16.6582

PE(Low) D/B = 20.18/1.58

PE(Low) D/B = 12.7722

Year 3

PE(High) C/B = $ 30.42/1.51

PE(High) C/B = 20.1457

PE(Low) D/B = 25.65/1.51

PE(Low) D/B = 16.9868

Year 4

PE(High) C/B = $ 37.01/1.85

PE(High) C/B = 20.0054

PE(Low) D/B = 26.41/1.85

PE(Low) D/B = 14.2757

Second step is to calculate the seperate Average PE for high and low price

Average PE

HIGH(20.3185+16.6582+20.1457+20.0054 / 4)

HIGH = 77.1278/4

HIGH=19.28195

LOW=($14.7111+12.7722+16.9868+14.2757/4)

LOW=58.7458/4

LOW=14.6865

(a) Now let calculate the high target stock price over the next year

Using this formula

High target price = Average PE(high) x EPS for next year

Let plug in the formula

High target price = 19.28195 x[(1+.09)×1.85]

High target price = 19.28195 x(1.09*1.85)

High target price = 19.28195*2.0165

High target price=38.8821

Therefore the high target stock price over the next year is 38.8821

(b) Calculation for the low target stock price over the next year

Using this formula

Low target price = Average PE(low) x EPS for next year

Let plug in the formula

Low target price = 14.6865 x [(1+.09)×1.85]

Low target price = 14.6865x(1.09*1.85)

Low target price = 14.6865×2.0165

Low target price = 29.6153

Therefore the low target stock price over the next year is 29.6153

5 0
3 years ago
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