Math, asked by hero122234567, 11 months ago

divide rupees 720 between A and B in the ratio of 3:5​

Answers

Answered by GYMlover
1

Mahesh > 3x

ahesh > 3xShyam > 5x

ahesh > 3xShyam > 5xTherefore 3x + 5x = 800

ahesh > 3xShyam > 5xTherefore 3x + 5x = 8008x = 800

ahesh > 3xShyam > 5xTherefore 3x + 5x = 8008x = 800x = 100

ahesh > 3xShyam > 5xTherefore 3x + 5x = 8008x = 800x = 100Therfore

ahesh > 3xShyam > 5xTherefore 3x + 5x = 8008x = 800x = 100Therforemoney of mahesh = 3x = 300 rs

ahesh > 3xShyam > 5xTherefore 3x + 5x = 8008x = 800x = 100Therforemoney of mahesh = 3x = 300 rsand money of Shyam = 5x = 500 rs

ahesh > 3xShyam > 5xTherefore 3x + 5x = 8008x = 800x = 100Therforemoney of mahesh = 3x = 300 rsand money of Shyam = 5x = 500 rsTherfore 500 - 300, hence shyam will get rs 200 more than Mahesh.

I hope that helps.......


hero122234567: follow me
WowAnkit: 3x + 5x = 720 or, 8x = 720 or, x = 90 then The money shared in the ratio is 3x = 3*90 = 270 and 5*90 = 450
hero122234567: how is 90
WowAnkit: take rupees as x. we have given the ratio of 3:5 money distribution of ₹720. then we have, 3x + 5x = 720 as per the question. 3x+5x = 8x = 720 . then x = 720÷8 =90. I hope you understood
Answered by swapnali42
3

let A get rupees 3x

and B get rupees 5x

therefore by question

3x +5x = 720

= 8x = 720

= x = 720÷8

= x = 90

A = 90×3=270

B = 90×5= 450


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