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Amiraneli [1.4K]
3 years ago
8

A corporation has 40,000 shares of $25 par value stock outstanding. If the corporation issues a 4-for-1 stock split, the number

of shares outstanding after the split will be:
Business
1 answer:
Olegator [25]3 years ago
4 0

Based on the information given the number of shares outstanding after the split will be: 160,000 shares.

Using this formula

Outstanding shares=Current shares  outstanding × Number of the split

Where:

Current shares  outstanding =40,000 shares

Number of the split =4

Let plug in the formula

Outstanding shares=40,000 shares×4

Outstanding shares=160,000 shares

Inconclusion the number of shares outstanding after the split will be: 160,000 shares.

Learn more here:

brainly.com/question/14652555

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Answer: Yes, they could save about $5 less per month and still have enough money.

Explanation: Arthur is 10 years old. Tuition for one year at a public two-year college is $3,125. In 8 years, tuition is expected to increase 32%. Arthur’s family plans to save for his college costs for 5 years. If the family saves $75 per month, will there be enough money to pay for the expected cost of one year at the college when he is 18?

Yes they could save $75 and still have enough money to pay for one year at the college when he is 18.

Workings=

12( months) x 5 (years)= 60 months

If the family save $75 monthly for 5 years

$75 x 60 (months)= $4500

At the end of the family 5 years savings, they would be having a total of $4500 which would be more than enough to pay for the expected cost of one year at the college when he is 18.

7 0
3 years ago
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Nine subjects, 87 to 96 years old, were given 8 weeks of progressive resistance weight training. strength before and after train
Serga [27]

Answer:

11.611 +/- 3.013

Explanation:

3     3.5     4       6        7          8        8.5        12.5       15

7      17      19      12       19       22       28         20         28

difference

4      13.5    15     6       12        14        19.5        7.5         13

mean = 11.611

the standard deviation ⇒ 7.611² + 1.889² + 3.389² + 5.611² + 0.389² + 2.389² - 7.889² + 4.111² + 1.389² = 57.927 + 3.568 + 11.485 + 31.483 + 0.151 + 5.707 + 62.236 + 16.9 + 1.929 = 191.386/9 = √21.265 = 4.611

standard deviation = 4.611  1.918

confidence interval = mean +/- [(standard deviation/√9) x 1.96]

11.611 + [(4.611/3) x 1.96] = 11.611 + 3.013

11.611 - [(4.611/3) x 1.96] = 11.611 - 3.013

4 0
3 years ago
Great Lakes Packing has two bond issues outstanding. The first issue has a coupon rate of 3.50 percent, a par value of $1,000 pe
katrin [286]

Answer:

2.9652%

Explanation:

to determine the cost of debt we must use the FMV of the bonds plus the YTM:

first bond:

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YTM = {C + [(F - P)/n]} / [(F + P)/2] = {17.5 + [(1000 - 1090)/16]} / [(1000 + 1090)/2] = (17.5 - 5.625) / 1045 = 1.136% x 2 = 2.27% annual

second bond:

FMV = 0.95 x $2,000 = $1,900 x 3,950 bonds = $7,505,000

YTM = {C + [(F - P)/n]} / [(F + P)/2] = {59.4 + [(2000 - 1900)/42]} / [(2000 + 1900)/2] = (59.4 + 2.38) / 1950 = 3.168% x 2 = 6.34% annual

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weighted average after tax cost of debt:

{($3,924,000/$11,429,000 x 2.27%) + ($7,505,000/$11,429,000 x 6.34%)} x (1 - 0.40) = (0.779% + 4.163%) x 0.6 = 4.942% x 0.6 = 2.9652%

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Answer:

The correct answer is (B)

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Answer:

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