a man invests an amount of 15860 in the name of his three sons a,b and c in such a way that they get the same amount after 2,3 and 4 years respectively. if the rate of simple intrest is 5%,then the ratio of amounts invested among a,b and c will be?
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1/100+rt:1/100+rt:1/100+rt
1/100+10:1/100+15: 1/100+20
1/110: 1/115: 1/120
1/22: 1/23: 1/24
552: 528: 506
a=15860×552/1586 =5520
b= 5280
c= 5060
1/100+10:1/100+15: 1/100+20
1/110: 1/115: 1/120
1/22: 1/23: 1/24
552: 528: 506
a=15860×552/1586 =5520
b= 5280
c= 5060
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Answer:Let amounts invested by x, y, z respectively
Therefore, x×2×5100=y×3×5100=z×4×5100=k
=> x=10k,y=203k and z=5k
Therfore, x:y:z=10k:203k:5k
= 30:20:15=6:4:3
Step-by-step explanation:
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