Question

Find the exact interest. Use 365 days in a year, and use the exact number of days in a month. Assume simple interest and disc
The given Treasury bill was sold in August 2008. Find (1) the price of the T-bill, and (ii) the actual interest rate paid by
Solve the problem. 10) Shreya purchased a bond for $7,250, and twenty (20) months later she sold it for $8,000. What annual r
Find the future value of the ordinary annuity. 11) R$1000, i = 6.8% interest compounded annually for 15 years A) $24,745.29 B
Find the payment that should be used for the annuity due whose future value is given. Assume that the compounding period is t
none of my answes match the answers given for these questions.
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Answer #1

Solution:

Solving first two question(i.e Q2 & 4) as per Chegg's guidelines:

2.Calculation of amount of simple interest:

No. of days between June 1 to August 21=81 days

Rate of interest=7.5% or 0.075

Simple Interest=Amount of loan*Rate of interest*No. of days/365

=$180,000*0.075*81/365

=$2,995.89

Thus correct answer is option A.

4.Calculation of Price of bond and interest rate

Price of bond=Fair value-Discount

=$9000-($9000*2.02%)

=$9000-$181.80

=$8818.20

Interest rate=(Discount/Price)*100

=[$181.80/$8818.20]*100

=2.062%

Thus,correct answer is Option D

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