1)If the salary of an employee is as follows:
Basic salary = 12,000 Rs.
Allowances = 4,000 Rs.
Then cost of the company on account of leaves (8%), group insurance/medical (4.5%) and other social benefits (6.2%) are
a) Leaves cost = 0.08 x 16000
Group insurance/medical = 0.045 x 16000
Other social benefits = 0.062 x 16000
b) Leaves cost = 0.08 x 12000
Group insurance/medical = 0.045 x 12000
Other social benefits = 0.062 x 12000
c) Leaves cost =16000+ [0.08 x 12000]
Group insurance/medical = 16000+ [0.045 x 12000]
Other social benefits = 16000+ [0.062 x 12000]
d) Leaves cost = 0.08 x 8000
Group insurance/medical = 0.045 x 8000
Other social benefits = 0.062 x 8000
2)Price of a certain item increases 5 % a year. If the price is Rs. 478 in year 2008 then what will be the price of item in year 2012.
a)578
b)573.6
c)501.9
d)*581.01
3)Suppose you buy stock in two companies A and B, both at a price of Rs. 38.25 per share in January 2008. Suppose that by July 2008, stock A has risen in value to Rs. 58.35 per share. Then for stock A the percentage change is
a)57.78%
b)34.45%
c)52.55
d)20.1 %
4)The amount you have in the bank after 3 years if you put in Rs 1000, at a 6% annual rate of interest can be calculated by
a) 1000(1 + 0.6)3
b) 1000+ ( 1000 * 0.06 * 3)
c) 1000 * [(1 + 0.06)3 -1] /0.06
d) 1000* 0.06* 3
5)If you wish to have Rs. 20, 00000 after 30 years from now, what will you need to invest this year if you earn 5% interest compounded semi annually?
a) 20, 00000(1 + 0.05)30
b) 20, 00000(1 + 0.05)60
c) 20, 00000 + (2000000*0.05*30)
d) 20, 00000 (1+0.025)60
e) 20, 00000 [(1 + 0.05)30 -1]/0.05
6)In a sinking fund, a firm makes a series of equal payments into a savings account in order to have a certain dollar amount available at some point in the future. What type of time value problem is this?
a)a present value of a dollar problem
b)a future value of a dollar problem
c)a present value of an annuity problem
d)a future value of an annuity problem
e)None of the above
7)Ali decides to save Rs. 50,000 per year so that he can make a down payment on a house in 6 years. If he makes the payments at the end of each year, assume an interest of 6% compounded monthly, how much will he have accumulated at the end of 6 years?
a) 50000[(1 + 0.06)72 -1]/ (0.06)
b) 50000[(1 – (1 + 0.06)-6]/ 0.06
c) 50000[(1 + 0.06/12)72 -1]/ (0.06/12)
d) 50000(1+0.06)6
e) 50000[(1 + 0.06)6 -1]/ (0.06)
8)If you want to withdraw Rs 25,000 at the end of each year for the next 7 years then what amount must you invest today at 5% compounded quarterly?
Q9)If for the next 7 years you save Rs. 20,000 per year then how much will you have accumulated at the end. Payments are to be made at the end of each year, assume an interest of 8% compounded semi annually?
Which function can give you correct answer of above question?
a)FV(0.08, 7, 20000, 0,0)
b)FV(0.08, 7, 20000, 0, 1)
c)FV(0.08/2, 7*2, 20000, 0, 0)
d)PV(0.08/2, 7*2, 20000, 0, 0)
e)PV(0.08, 7, 0, 20000, 1)
10)On retirement company decided that not to give a lump sum amount but will pay Rs. 40,000 over 15 years. How much amount you actually get, assuming that you could earn 5% interest, compounded annually.
Which function can give you correct answer of above question?
a)PV(0.05, 15, 40000, 0, 0)
b)ISPMT(15*2,0.05/2,40000,0,0)
c)PV(0.05/2, 15*2, 40000, 0, 0)
d)PPMT(0.05,15,40000,0,0)
e)FV(0.05,15,40000,0,0