A man divides his property such that the rati | vedclass

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Question

(A) Let the son's share be $S$,wife's share be $W$,and daughter's share be $D$.Given ratios: $S:W = 3:1$ and $W:D = 3:1$.To find the combined ratio $S

Vedclass · Accepted Answer

$16250$

Vedclass · Answer

(A) Let the son's share be $S$,wife's share be $W$,and daughter's share be $D$.Given ratios: $S:W = 3:1$ and $W:D = 3:1$.To find the combined ratio $S:W:D$,we multiply the terms to equate $W$:$S:W = 3:1 = 9:3$$W:D = 3:1$Thus,$S:W:D = 9:3:1$.Let the shares be $9x, 3x,$ and $x$ respectively.The difference between the son's share and the daughter's share is $9x - x = 8x$.Given $8x = 10000$,we find $x = 10000 / 8 = 1250$.The total property value is $9x + 3x + x = 13x$.Total value $= 13 	imes 1250 = 16250$.

$A$ man divides his property such that the ratio of his son's share to his wife's share and the ratio of his wife's share to his daughter's share are both $3:1$. If the daughter gets $Rs. 10000$ less than the son,then the value (in $rupees$) of the whole property is:

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