If small samples can reveal something that large samples might not, why not just take small samples in every situation?

1 answer:

swat323 years ago

8 0

Taking small samples in every situation is not always appropriate. If the populations are very large, you cannot just take small samples because it will not represent the entire population. Small samples are usually for verifications purposes that is the reason why it can detect some errors that the larger samples cannot.

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ololo11 [35]

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Ber [7]

Answer:

Stock Price is $98.70

Explanation:

given data

exercise price = $100 per share

call price = $25 per share

put price = $17 per share

mature time = 2 years

annual rate of interest = 5%

to find out

What is the stock price today

solution

we will use here Put Call Parity for find out Stock Price that is express as

C + $\frac{100}{(1+r)^t}$ = S + P .....................1

here C is call price and r is rate and t is time and S is Stock Price and P is put price so put all value in equation 1

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solve it we get

P = $98.70

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Just read the text. I'm 100% sure. Text below.