Assume that you plan to take a housing loan with a tenor of 20 year. The loan has to be repaid in equal monthly installments. Considering that the loan amount is Rs. 50 lakhs and the interest rate on loan is 9% p.a., what would be the equated monthly installment (EMI)?
How much is to be invested now at 10% compound interest p.a. if after 5 years the investment is to reach a target sum of $30000
Assuming that the market price of the shares at 31st May 2018 is £1.40, what is the Price/Earnings figure?
A depositor planned to leave $2,000 in a
savings account paying 5% converted
semiannually for 5 years. However, at the end of
21/2 years the depositor had to withdraw
$1,000. What amount will be in the account at
the end of the original 5 year period?
How much should Mrs. Dolores invest today in a time deposit with 5.5% interest if she expects to have P175, 000 for his son’s education at the end of 5 years?
Mr. Nyamindi and his wife run a store and he presented the following figures
for his income and expenditure accounts
Expenses
Purchase of groceries
6,215
Income
Sales
16,000
Wages to staff
3,912
Sale of
furniture
350
Staff costs
360
Charity wins
1,000
Electricity
613
Loss
2,066
New Oven
30
Rent
1500
Other consumables
270
Repairs and renewals
816
Insurance
430
Salary to wife
1,500
House hold expenses
2,500
Car expenses
1,000
TOTAL
19,416
19,416
The car and rental expenses are to be apportioned between the family and the business at the
ratio of 2:3 while insurance premiums include 100 shillings for Mr. Nyamindi’s life policy.
Calculate the adjusted profit for tax purposes:
$10000 was compounded annually at 12.5% p.a. and amounted to $52015.80. How many years did it take?
How much is to be invested now at 10% compound interest p.a. if after 5 years the investment is to reach a target sum of $30000.
Find the accumulate amount of
(a) $600 earns simple interest at 5% p.a. over 7 years.
(b) $480 compounded annually at 14% p.a. over 5 years
(c) $1,500 compounded semi-annually at 8% p.a. over 3 years.
(d) $2,000 compounded quarterly at 10% p.a. over 4 years.
(e) $500 compounded monthly at 12% p.a. over 6 years.
Find the present value of $700 due in five years’ time at 6% p.a. compounded monthly