Out of a certain money distributed among $A, B$ and $C$ , $A$ gets $50$ more than $B$ and $C$ gets $30$ more than $A$ . If the money distributed is $R s . 5, 525$ ; find the share of each.

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Solution

$A + B + C = 5525$
$A - B = 50$
$C - A = 3$
$A = 5545 / 3$
$A = 1848.33$
$B = 1798.33$
$C = 1878.33 A n s .$

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Out of a certain money distributed among A,B and C, A gets 50 more than B and C gets 30 more than A. If the money distributed is Rs.5,525 ; find the share of each.

A+B+C=5525A−B=50C−A=3A=5545/3A=1848.33B=1798.33C=1878.33Ans.

Out of a certain money distributed among $A, B$ and $C$ , $A$ gets $50$ more than $B$ and $C$ gets $30$ more than $A$ . If the money distributed is $R s . 5, 525$ ; find the share of each.

$A + B + C = 5525$
$A - B = 50$
$C - A = 3$
$A = 5545 / 3$
$A = 1848.33$
$B = 1798.33$
$C = 1878.33 A n s .$