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3 years ago

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If an insurance policy covers individual losses up to $2000 and has a deductible of $200, the insured will be paid how much in t

he event of a covered loss of $2500
A. $2,300

B. $2,000

C. $1,800

D. $2,500

1 answer:

Neko [114]3 years ago

8 0

Answer:

#2,500 is the answer of this question

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On December 1, 2020, Bramble Corporation incurs a 15-year $1300000 mortgage liability in conjunction with the acquisition of an

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2 years ago

Which of the following are examples of natural barriers to entry? Correct Answer(s) Drag appropriate answer(s) here Smaller comp

andreyandreev [35.5K]

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These are correct:

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3 years ago

A benchmark market value index is comprised of three stocks. yesterday the three stocks were priced at $12, $20, and $60. the nu

Olenka [21]

Answer: The one day rate of return on the stock is 1.49%

We arrive at the answer in the following manner:

First we need to calculate yesterday's and today's index values.

For that we need to find weights of each day based on market capitalization.

$Market Capitalization _{ a stock} = Market Price * No .of outstanding shares$

The weight of a company in the index is calculated by dividing the market capitalization of a company by the total market capitalization of all the companies whose shares are a part of the index.

$Weight_{Company A} =\frac{Mkt Cap of company A}{Total Market cap}$

Then, we multiply the share price of each company with their respective weights and find the total to arrive at the index value for one day.

<u>Yesterday's Index Value</u>

Stock Price No. of shares Mkt Cap Weight Weight*Price

A 12 600000 7200000 0.25 2.96 (0.25*12)

B 20 500000 10000000 0.34 6.85(0.34*20)

C 60 200000 <u>12000000</u> <u>0.41</u> <u>24.66 </u>(0.41*60)

Total 29200000 1.00 34.47

We calculate the weight for stock A as follows:

$Weight_{A} =\frac{72,00,000}{2,92,00,000} = 0.2466 = 0.25$

We calculate the weights of the remaining stocks in a similar manner.

Please note that the sum total of all weights must add up to 1.

The sum total of the last column (Price * Weight) is yesterday's index value.

We repeat the same steps with today's market price to arrive at today's index value.

<u>Today's index Value</u>

Stock Price No. of shares Mkt Cap Weight Weight*Price

A 16 600000 96,00,000 0.31 4.95 (0.31*16)

B 18 500000 90,00,000 0.29 5.23 (0.29*18)

C 62 200000 <u>1,24,00,000</u> <u>0.40</u> <u>24.80</u>(0.40*62)

Total 3,10,00,000 1.00 34.98

<u>One-day Rate of Return</u>

We can calculate the one day rate of return on the index as follows:

$Rate of return = [\frac{(Today's index value - Yesterday's index value}{Yesterday's index value}) * 100$

$Rate of Return = ( \frac{34.98 - 34.47}{34.47}) * 100$

$Rate of return = (\frac{0.51}{34.47}) *100$

Rate of return = 0.01494 or 1.49%

8 0

3 years ago