Math, asked by venkateshseepana1, 7 hours ago

Alok, Banik, Chetan and Dinesh started a buziness together. Alok invested-1/3rd of the total capital, Banik invested -1/4 th of the total capital and Chetan invested Rs.500 more than Dinesh. If the profit received by Alok is 1.5 times the profit received by Chetan, how much is Banik's investment​

Answers

Answered by ishaan123400
0

Answer:

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Answered by Manav1235
1

Answer:

Quarters means 3 months each

Ratio of investments in 2

nd

quarter – 1:4:2, so let amounts – x,4x,2x

Ratio of investments in 3rd quarter – 3:2:3, so let amounts – 3y,2y,3y

In last quarter, respective amount is double then in 2

nd

quarter, so amounts – 2x,8x,4x

In the last quarter the ratio of investments was same as in 2

nd

quarter. — this is not required to solve question.

Given:

(2000+2x+3y)=1400+(800+x+3y)

⇒2000+2x+3y−1400−800−x−3y=0

⇒x−200=0

or x= Rs 200

Now ratio of profit share —A:B:C is

800×3+x×3+3y×3+2x×3:1600×3+4x×3+2y×3+8x×3:2000×3+2x×3+3y×3+4x×3

3 gets cancelled, gives

(800+3x+3y):(1600+12x+2y):(2000+6x+3y)

Put x=200 gives

1400+3y:4000+2y:3200+3y

Now given

(1400+3y+4000+2y+3200+3y)

(4000+2y)

=

153

66

(4300+4y)

(2000+y)

=

51

22

Solve,y=Rs200

So now the total investment is—(800+3x+3y)+(1600+12x+2y)+(2000+6x+3y)=(4400+21x+8y)

put x=200,y=200, total investment = Rs 10,200

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