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Answered by
1
Hey!!!!
let the share of A,B,C and D be 4x,5x,7x and 11x.
But ATQ,
=> 7x = 1351
=> x = 193
Thus A's share = 4x
=> Share = 4(193)
=> Share = 772
Similarly D's share = 11x
=> Share = 2123
Hope this helps ✌️
let the share of A,B,C and D be 4x,5x,7x and 11x.
But ATQ,
=> 7x = 1351
=> x = 193
Thus A's share = 4x
=> Share = 4(193)
=> Share = 772
Similarly D's share = 11x
=> Share = 2123
Hope this helps ✌️
Answered by
0
If we will divide 1351 by 7
In result we will get 193
If we will multiply A ratio with 193 then we will know the share of A
193×4
= 772
By doing same we will know the D share
193×11
=2123
A will get 727 and D will get 2,123 rupess share
In result we will get 193
If we will multiply A ratio with 193 then we will know the share of A
193×4
= 772
By doing same we will know the D share
193×11
=2123
A will get 727 and D will get 2,123 rupess share
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