Financial Mathematics (test) 17 jobs

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Financial Mathematics (test) 17 tasks for MNEPU

1) What is the yield of a financial transaction for 1 year, during which the investor invested $ 1,000 on interest received in the amount of $ 239?
a) 2.39%;
b) 23.9%;
c) 239%;
d) 76.1%. '

2) What is the yield of a financial transaction for 1 year, at which backfilled the amount of 1.34 times the original?
a) 134%;
b) 1.34%;
c) 34%;
d) 13.4%.

3) Wages increased first by 10%, and a year later a further 20% the percentage raise salaries compared to the original?
a) 10%;
b) 30%;
c) 32%;
g) 20%.

4) Some items were initially rose by 10%, and then fell by 10%). How has the price of this product?
a) increased by 1%;
b) decreased by 1%;
c) has not changed.

5) The investor bought the stock at the price of 30 rubles., And after 3 months it has sold at a profit. The buyer, in turn, 3 months after buying resold at a profit share at the price of 73 rubles. Thus both secured profitability by reselling the same action. Determine the price at which the stock was sold to the first owner:
a) 46.8 rubles .;
b) 51.5 rubles.

6) When a simple annual interest rate of the amount invested for 4 years to triple?
a) 26%;
b) 33%;
c) 133%;
g) 50%.

7) When a complex annual interest rate of investments in the amount of 3 years to double?
a) 26%;
b) 33%;
c) 25%.

8) What is the monthly rate of compound interest equivalent yield of 28% per annum?
a) 1.5%;
b) 1.33%; '
c) 2.08%;
d) 2%.

9) 500000 rubles. invested for 2 years under complex 4% per month. Find profitability of the operation as an effective annual rate of interest:
a) 48%;
b) 60%;
c) 50%.

10) Is it enough to put 700 thousand. Rub. under 12% per annum with semi-annual interest charged to buy the house after 6 years in 1500 th. rubles. ?
a) is sufficient;
b) inadequate.

11) In developing the terms of the contract the parties agreed that the yield of the loan shall be 24% per annum at the complex interest calculation. What in this case should be the size of the nominal annual rate in the calculation of interest: 1) monthly; 2) quarterly.
a) 1) 21.7%; 2) 22.1%;
b) 1) 22.1%; 2) 21.7%.

12) Assuming a discount rate of 14% per year. It is necessary to repay the debt, the total amount of which is 18,000 rubles. There are two variants of debt: 1) Pay now 18000rub .; 2) to pay 40000rub. after 5 years. Which option is more advantageous?
a) option 1;
b) Option 2.

13) The holder of a bill of 50,000 rubles. with a period of 2 years proposed to his bank account. The Bank has made keeping notes on the complex rate of 25%> annual. Determine the amount received by the owner of the promissory notes and the amount of the discount:
a) 25,000 25,000 rubles discount .;
b) 32 000 rub., 18000 discount.

14) The owner of bills in denominations of 60,000 rubles. with a maturity of 3 years the bank has offered to consider it. The Bank has agreed to consider applying a complex rate of 28% per annum. Calculate options quarterly and annual discount. Which option is more profitable to the bank?
a) option with quarterly accrual;
b) option with an annual accrual.

15) When a nominal interest rate of the complex, taking into account the bill in 6000 rubles. with a maturity of 2 years the discount is 2000 rubles. provided monthly discount?
a) 30%;
b) 25%;
c) 20.4%.

16) The rate of inflation over a period equal to 150%. How many times during this period increased the price?
a) 1.5;
b) 2.5;
c) 0.5 times;
d) prices fell.

17) For 2 years, prices rose 2.25 times. What is the annual rate of inflation?
a) 50%;
b) 25%;
c) 12.5%.

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