EduSahara™ Assignment
Name : Compound Interest Computed Anually
Chapter : Comparing Quantities using Proportion
Grade : SSC Grade VIII
License : Non Commercial Use
Question 1
1.
If principal is ₹15000.00, ROI is 3.00% p.a., no of year(s) is 2 and interest type is simple interest computed annually, then interest is
  • (i)
    ₹900.00
  • (ii)
    ₹902.00
  • (iii)
    ₹899.00
  • (iv)
    ₹898.00
  • (v)
    ₹901.00
Question 2
2.
If principal is ₹19000.00, ROI is 5.00% p.a., no of year(s) is 4 and interest type is simple interest computed annually, then amount is
  • (i)
    ₹22798.00
  • (ii)
    ₹22802.00
  • (iii)
    ₹22800.00
  • (iv)
    ₹22799.00
  • (v)
    ₹22801.00
Question 3
3.
If principal is ₹5000.00, ROI is 2.00% p.a., no of year(s) is 3 and interest type is compound interest computed annually, then interest is
  • (i)
    ₹305.04
  • (ii)
    ₹304.04
  • (iii)
    ₹307.04
  • (iv)
    ₹308.04
  • (v)
    ₹306.04
Question 4
4.
If principal is ₹19000.00, ROI is 5.00% p.a., no of year(s) is 2 and interest type is compound interest computed annually, then amount is
  • (i)
    ₹20945.50
  • (ii)
    ₹20946.50
  • (iii)
    ₹20947.50
  • (iv)
    ₹20948.50
  • (v)
    ₹20949.50
Question 5
5.
If principal is ₹16000.00, no of year(s) is 2 and accumulated simple interest computed annually is ₹640.00, then ROI per annum is
  • (i)
    0.00%
  • (ii)
    2.00%
  • (iii)
    1.00%
  • (iv)
    4.00%
  • (v)
    3.00%
Question 6
6.
If principal is ₹8000.00, no of year(s) is 3 and accumulated compound interest computed annually is ₹741.82, then ROI per annum is
  • (i)
    4.00%
  • (ii)
    1.00%
  • (iii)
    5.00%
  • (iv)
    3.00%
  • (v)
    2.00%
Question 7
7.
    • If the simple interest on a certain principal is ₹7600.00 for 4 year(s) at ROI 10.00% p.a. computed annually, then the compound interest for the same principal, terms and ROI =
  • (i)
    ₹8817.90
  • (ii)
    ₹8816.90
  • (iii)
    ₹8819.90
  • (iv)
    ₹8818.90
  • (v)
    ₹8815.90
Question 8
8.
    • Calculate the amount on
    • ₹9000.00
    • for
    • 5
    • years
    • 10
    • months
    • at
    • 4.00% p.a.
    • compounded
    • annually
  • (i)
    ₹11312.87
  • (ii)
    ₹11313.87
  • (iii)
    ₹11314.87
  • (iv)
    ₹11315.87
  • (v)
    ₹11316.87
Question 9
9.
    • Calculate the amount on
    • ₹13000.00
    • for
    • 5
      1

      6
    • years
    • at
    • 8.00% p.a.
    • compounded
    • annually
  • (i)
    ₹19356.95
  • (ii)
    ₹19355.95
  • (iii)
    ₹19353.95
  • (iv)
    ₹19354.95
  • (v)
    ₹19357.95
Question 10
10.
    • Find simple interest, if P = principal, T = time, R = rate percent per annum
  • (i)
    PTR

    100
  • (ii)
    PT

    100 + R
  • (iii)
    100

    PTR
  • (iv)
    P + T + R

    100
Question 11
11.
    • Given SI = simple interest, P = principal, T = time, R = rate percent per annum, find simple interest
  • (i)
    100 x SI

    P x T
  • (ii)
    100 x SI

    R x T
  • (iii)
    100 x SI

    P x R
  • (iv)
    PTR

    100
Question 12
12.
    • Given SI = simple interest, P = principal, T = time, R = rate percent per annum, find principal
  • (i)
    PTR

    100
  • (ii)
    100 x SI

    R x T
  • (iii)
    100 x SI

    P x T
  • (iv)
    100 x SI

    P x R
Question 13
13.
    • Given SI = simple interest, P = principal, T = time, R = rate percent per annum, find rate
  • (i)
    100 x SI

    P x T
  • (ii)
    PTR

    100
  • (iii)
    100 x SI

    P x R
  • (iv)
    100 x SI

    R x T
Question 14
14.
    • Given SI = simple interest, P = principal, T = time, R = rate percent per annum, find terms
  • (i)
    100 x SI

    R x T
  • (ii)
    PTR

    100
  • (iii)
    100 x SI

    P x T
  • (iv)
    100 x SI

    P x R
Question 15
15.
    • If P = Principal, n = no of terms, R = rate of interest, formula for amount at compound interest is
  • (i)
    P
    [
    1
    +
    PR

    100
    ]
    n
  • (ii)
    P
    [
    1
    +
    R

    100
    ]
    n
  • (iii)
    P
    [
    1
    R

    100
    ]
    n
  • (iv)
    P
    [
    1
    +
    100

    P
    ]
    n
  • (v)
    P
    [
    1
    +
    100

    PR
    ]
    n
Question 16
16.
If ROI is 10.00% p.a., no of year(s) is 3 and accumulated simple interest is ₹5700.00 computed annually, then principal is
  • (i)
    ₹19001.00
  • (ii)
    ₹18998.00
  • (iii)
    ₹19000.00
  • (iv)
    ₹18999.00
  • (v)
    ₹19002.00
Question 17
17.
If ROI is 4.00% p.a., no of year(s) is 2 and accumulated simple interest is ₹1040.00 computed annually, then amount is
  • (i)
    ₹14039.00
  • (ii)
    ₹14040.00
  • (iii)
    ₹14041.00
  • (iv)
    ₹14038.00
  • (v)
    ₹14042.00
Question 18
18.
If ROI is 5.00% p.a., no of year(s) is 4 and accumulated compound interest is ₹2370.57 computed annually, then principal is
  • (i)
    ₹11002.00
  • (ii)
    ₹10999.00
  • (iii)
    ₹10998.00
  • (iv)
    ₹11000.00
  • (v)
    ₹11001.00
Question 19
19.
If ROI is 5.00% p.a., no of year(s) is 4 and accumulated compound interest is ₹3663.61 computed annually, then amount is
  • (i)
    ₹20663.61
  • (ii)
    ₹20662.61
  • (iii)
    ₹20661.61
  • (iv)
    ₹20665.61
  • (v)
    ₹20664.61
Question 20
20.
If principal is ₹7000.00, no of year(s) is 3 and accumulated compound interest computed annually is ₹1103.38, then amount is
  • (i)
    ₹8101.38
  • (ii)
    ₹8105.38
  • (iii)
    ₹8102.38
  • (iv)
    ₹8104.38
  • (v)
    ₹8103.38
Question 21
21.
If the compound interest amount for a certain principal is ₹11486.53 for 5 year(s) at an ROI of 5.00% p.a. computed annually, then principal is
  • (i)
    ₹9002.00
  • (ii)
    ₹8999.00
  • (iii)
    ₹9000.00
  • (iv)
    ₹8998.00
  • (v)
    ₹9001.00
Question 22
22.
If the compound interest amount for a certain principal is ₹9004.07 for 4 year(s) at an ROI of 3.00% p.a. computed annually, then interest is
  • (i)
    ₹1005.07
  • (ii)
    ₹1004.07
  • (iii)
    ₹1002.07
  • (iv)
    ₹1003.07
  • (v)
    ₹1006.07
Question 23
23.
    • If the difference of compound and simple interest on a certain principal is ₹620.00 for ROI 10.00% p.a. and no of year(s) 3 computed annually, then the principal =
  • (i)
    ₹20001.00
  • (ii)
    ₹20000.00
  • (iii)
    ₹19998.00
  • (iv)
    ₹19999.00
  • (v)
    ₹20002.00
Question 24
24.
A man borrows a ₹10000.00 at 2.00% p.a. compounded annually. If he repays ₹5100.00 at the end of year 1 ,₹1300.50 at the end of year 2 , how much loan is outstanding against him at the beginning of the year 3.
  • (i)
    ₹3903.50
  • (ii)
    ₹3899.50
  • (iii)
    ₹3900.50
  • (iv)
    ₹3902.50
  • (v)
    ₹3901.50
    Assignment Key

  •  1) (i)
  •  2) (iii)
  •  3) (v)
  •  4) (iii)
  •  5) (ii)
  •  6) (iv)
  •  7) (i)
  •  8) (iii)
  •  9) (ii)
  •  10) (i)
  •  11) (iv)
  •  12) (ii)
  •  13) (i)
  •  14) (iv)
  •  15) (ii)
  •  16) (iii)
  •  17) (ii)
  •  18) (iv)
  •  19) (i)
  •  20) (v)
  •  21) (iii)
  •  22) (ii)
  •  23) (ii)
  •  24) (v)