Quantitative Aptitude: Simple/Compound Interest Set 19

  1. The difference between simple interest and compound interest on a sum of rs.4400 for 2years is rs.44. What is the rate of interest per annum?
    10%
    15%
    12%
    18%
    20%
    Option A
    Solution: Let the rate of interest be r% per annum.
    ATQ,
    4400×r^2/(100×100)=44
    r= 10%

     

  2. If the sum of money gets tripled at a certain rate of simple interest in three years, in how many years it will become 9 times of it self with same rate of interest?
    15 years
    9 years
    27 years
    10 years
    12 years
    Option E
    Solution: Let the amount be P and rate of interest be R% per annum.
    ATQ,
    (3P-P)=P×R/100×3
    R=200/3
    Let us the assume that in t years amount will become 18 times itself .
    ATQ,
    (9P-P)=P×200/3×t/100
    t=12 years

     

  3. Difference between the simple interest received in 1.5 years at 24% per annum and that received in 3.5 years at 12% per annum on the same sum is Rs.1440, then find the sum ?
    22000
    30000
    15000
    24000
    26000
    Option D
    solution: 100x*3.5*12/100 – 100X*1.5*24/100=1440
    42x-36x=1440
    x=240
    Required sum = 100x
    =100*240=24000

     

  4. A lent of Rs.3000 to B for 2 years and Rs.1000 to C for 4 years on simple interest at the same rate of interest and received Rs.500 in all from both of them as interest. The rate of interest per annum is ,
    10%
    8%
    6%
    9%
    5%
    Option E
    solution: 3000*r/100*2+1000*r/100*4=500
    60r+40r=500
    r=5%

     

  5. The interest earned on a certain sum in 2years at 20% pa at CI is twice the interest earned on Rs.2200 for 2years at 10% SI. Find the value of sum.
    3000
    2000
    2250
    1280
    1600
    Option B
    Solutions: p(1+r/100)^2-p=2*2200*10*2/100=880
    p36/25-p=880
    p=2000

     

  6. Ram divided his total amount between his brother and sister in the ratio 5:3. His brother invested his share on CI for two years at the rate of 10% and received the interest rs.480 less than his sister ,who invested her share on SI for three years at the rate of 15%. find the share of individual Ram’s brother and sister respectively.
    8000,4800
    6400,5000
    4800,3500
    5000,3000
    none of these
    Option A
    Solution: Let total savings of Ram is rs.8x
    share of his brother =rs. 5x
    and share of sister =rs.3x
    CI received by his brother = 5p [(1+10/100)^2-1]=105p/100
    ATQ, 3p*15/100*3-105p/100=480
    135p/100-105p/100=480
    30p=48000
    p=rs.1600
    Ram’s brother share=1600*5=rs.8000
    Ram’s sister share=1600*3=rs.4800

     

  7. Rajat invested rs.P on CI of the rate of 10% for 2 years and suman invested rs.Q on SI at the rate of 20% for 3 years and ratio of interest got by Rajat in 2nd year and total interest got by Suman is 1:3. If Rahul invested rs (P+Q) on SI for 2 years on 12% p.a. and gets rs. 372 as interest. Find amount of Rajat and Suman invested individually.
    1000,550
    1600,800
    1200,900
    1500,600
    none of this
    Option
    Solution: 2nd year CI on 10% =10+10*10/100=11%
    total 3 year SI at 20%=20*3=60%
    According to questions , 11P/60Q=1/3
    P=1/3*60/11=20Q/11
    also given, (20Q/11+Q)*12/100*2=372
    31Q/11*24/100 = 372
    Q =372*1100/31*24
    Q=rs. 550
    P=20*550/11 =rs.1000

     

  8. Srikatnta invested a sum of rs.20,000 in a scheme offering simple interest at 30% p.a. after 2 years, he again invested total money he got from scheme in share market of 80 per share, after 3 month he sold all his share at rs. 100 per share. Find his total profit.
    8000
    10,000
    6000
    9000
    none of this
    Option A
    Solution: Amount = 20000+20,000*30*2/100=rs.32,000
    Units of share parched =32000/80=400
    selling price of share =400*100=40,000
    Profit = 40,000-32000=8000

     

  9. The simple interest accrued on a certain sum is rs. 5000 in 4 years at the rate of 10 p.a. What would be the compound interest accrued on the same sum at the same rate in years ?
    3100
    2625
    1200
    1400
    none of this
    Option B
    solution: Let the sum be rs.x
    x*10/100*4=5000
    x=12500
    CI for 2years @ 10%=10+10*10*10/100
    =21%
    21% of 12500 =2625

     

  10. A invested total of rs.80,000 in two schemes M and N for 2 years. In scheme M he invested at 18% p.a. at SI and in scheme N he invested at 20% p.a at CI compounded annually. If SI received is rs.4800 more than CI, then find amount invested by him in scheme N.
    50,000
    30,000
    40,000
    20,000
    none of these
    Option B
    solutions: Let amount invested in scheme N =x
    and in scheme M =80000-x
    rate of interest of scheme N=20+20+20*20/100=44%
    [(80000-x)18*2/100]-44x/100=4800
    2880000-36x/100-44x/100=4800
    80x=2400000
    x=30000

     

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  96. Thanks for discussing your ideas here. The other thing is that if a problem takes place with a laptop or computer motherboard, people today should not go ahead and take risk of repairing that themselves for if it is not done properly it can lead to permanent damage to an entire laptop. It’s usually safe just to approach any dealer of your laptop for the repair of the motherboard. They’ve already technicians with an skills in dealing with notebook motherboard troubles and can have the right analysis and carry out repairs.

  97. Thanks for these pointers. One thing I additionally believe is the fact that credit cards giving a 0 rate often bait consumers with zero rate of interest, instant acceptance and easy on the net balance transfers, nonetheless beware of the most recognized factor that is going to void your current 0 easy streets annual percentage rate and to throw one out into the very poor house rapid.

  98. Thanks alot : ) for your post. I would like to say that the tariff of car insurance varies greatly from one scheme to another, simply because there are so many different issues which contribute to the overall cost. As an example, the make and model of the auto will have a tremendous bearing on the charge. A reliable older family vehicle will have a less expensive premium than a flashy sports car.

  99. Heya i am for the primary time here. I found this board and I to find It truly helpful & it helped me out much. I’m hoping to provide one thing again and aid others like you aided me.

  100. One more thing. It’s my opinion that there are lots of travel insurance web pages of respectable companies that permit you to enter your holiday details to get you the quotations. You can also purchase this international travel cover policy on the net by using your credit card. All you should do will be to enter your current travel details and you can understand the plans side-by-side. Only find the program that suits your financial allowance and needs and after that use your credit card to buy them. Travel insurance on the web is a good way to check for a trustworthy company to get international travel cover. Thanks for giving your ideas.

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  102. Thanks for making me to achieve new concepts about desktops. I also possess the belief that one of the best ways to maintain your laptop in primary condition is a hard plastic-type case, or even shell, that fits over the top of your computer. A majority of these protective gear are model distinct since they are manufactured to fit perfectly over the natural outer shell. You can buy these directly from the owner, or from third party places if they are for your laptop, however not all laptop will have a cover on the market. Once again, thanks for your recommendations.

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  104. Almost all of what you say is supprisingly precise and it makes me ponder the reason why I hadn’t looked at this in this light before. This piece really did switch the light on for me as far as this specific subject goes. However at this time there is one position I am not too comfy with and while I try to reconcile that with the main idea of your point, let me see just what all the rest of your readers have to say.Nicely done.

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