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stich3 [128]
3 years ago
9

ValiantCorp is a C corporation that earned$ 3.90 per share before it paid any taxes. ValiantCorp retained​ $1 of after tax earni

ngs for​reinvestment, and distributed what remained in dividend payments. If the corporate tax rate was 35​%
and dividend earnings were taxed at​ 12.5%, what was the value of the dividend earnings received after tax by a holder of​ 100,000 shares of​ ValiantCorp?
Business
2 answers:
FrozenT [24]3 years ago
6 0

Answer:

$134,312.50

Explanation:

first of all we have to calculate the corporate taxes that ValiantCorp owes:

$3.90 x 35% x 100,000 shares = $136,500

net income = $390,000 - $136,500 = $253,500

net income per stock = $2.53¹/²

since the corporation retains $1 per stock for reinvestment, it will distribute $1.53¹/² per stock x 100,000 stocks = $153,500

the stockholders will receive $153,500 x (1 - 12.5%) = $134,312.50

NeTakaya3 years ago
4 0

Answer:

the investor wil receive a net of 87,500 dollar after the taxation on diviends.

Explanation:

we are given with the after-tax distribution for the company at $1 dollar per share

100,000 shares x $1 each = $100,000 cash dividends

then we apply the dividends earnings taxation to solve for how much is the after tax cash received by the holder:

$100,000 x (1 - 0.125) = $87,500

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The increase in the money supply will be "833333.33".

Explanation:

  • The real reserve ratio of either a lender seems to be the proportion of overall reserves another bank currently occupies onto another.
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C.

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Is often defined to be the income earned by a nation´s factors of production, the measure the aggregate economic activity.

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3 years ago
The Drogon Co. just issued a dividend of $3.00 per share on its common stock. The company is expected to maintain a constant 6.2
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Answer:

The company’s cost of equity is 11.51%.

Explanation:

Please find the below for detailed explanations and calculations:

The company's cost of equity need to be found is the discounted rate that will bring net present value of its projected future dividend to its current stock price.

Denote cost of equity need to be found is x.

We apply the formula to calculated the present value of growing perpetuity to find x as shown below:

[ 3 x ( 1+0.062) ] / ( x - 0.062) = 60 <=> 3.186 / ( x - 0.062) = 60 <=> x = 11.51%.

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