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2 years ago

B was 42 when the life insurance policy was issued. 42 is referred to as the ______ age of the policy. A

1 answer:

5 0

Because the assured is 42 when the life policy was issued, such age will be called an original age of the policy.

<h3>What is an original age?</h3>

In a life policy, an Original Age refers to the age of an insured at the inception of a life insurance policy.

Therefore, as the the assured is 42 when the life policy was issued, such age will be called an original age of the policy.

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6.4%

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2 years ago

Read 2 more answers

Perine, Inc., has balance sheet equity of $5.4 million. At the same time, the income statement shows net income of $783,000. The

S_A_V [24]

Answer:

The target stock price in one year is $149.93

Explanation:

Fly Away, Inc., has

Balance sheet equity of (E) = $ 5,400,000

Also, the income statement shows net income of (NI) = $783,000.

The company paid dividends of (D) = $438,480

Shares of stock outstanding (N) = 100,000

Benchmark PE ratio = 18

Question = what is the target stock price in one year?

We need the expected EPS at the end of next year and not this year.

EPS this year, E₀ = NI / N

= 783,000 / 100,000

= $ 7.83

Retention Ratio, "R" = 1 - Dividend payout ratio = 1 - D/NI

= 1 - 438,480 / 783,000

= 1 - 56.00%

= 44.00%

Return on equity, ROE = NI / E

= 783,000 / 5,400,000

= 14.50%

Growth rate in earnings, g = R x ROE

= 44.00% x 14.50%

= 6.38%

Hence, expected EPS next year, E₁ = E₀ x (1 + g)

= $ 7.83 x (1 + 6.38%)

= $ 8.33

Hence, target price next year, P = Benchmark PE ratio x E₁

= 18 x $8.33

= $149.93

The target stock price in one year = $149.93

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3 years ago

A random sample of 84 shoppers were interviewed and 51 said they prefer to shop alone rather than with someone else. let p repre

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To calculate point estimate, we divide the parameter by the whole population.

In case of this problem:
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To get the percent, we multiply the output by 100:
% of point estimate = 0.607 x 100 = 60.7%

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3 years ago

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The daily chart for the Dow shows how fast the stock market can decline when the 'inflating parabolic bubble' pops.

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3 years ago

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Answer:

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3 years ago