Rupees 300 is divided between A and B in such a way that A gets half of B find : 1) the ratio between the shares of A and B 2) the share of A and the share of B
Answers
Answered by
115
suppose
B's share is x
ND
A's share is X/2
now x+x/2 = 300
by solving dis equation we will find x ..
on solving 3x/2 = 300
x= 200
2.)now if B's share = x = 200
A's share = x/2 = 200/2=100
1.)ratio of A:B is
1:2
I hope it will help you !!
B's share is x
ND
A's share is X/2
now x+x/2 = 300
by solving dis equation we will find x ..
on solving 3x/2 = 300
x= 200
2.)now if B's share = x = 200
A's share = x/2 = 200/2=100
1.)ratio of A:B is
1:2
I hope it will help you !!
Answered by
47
Let's assume that the amount A gets is x.
Now as A is getting half of what B is getting so that means the amount B gets is 2x.
So, we can write,
x+2x=300 => x=100
1) Ratio between the shares of A and B will be = 100/200 = 1/2 = 0.5
2) So A is getting Rs 100 or we can say 33.33 % of total.
and B is getting Rs 200 or we can say 66.66 % of total
Now as A is getting half of what B is getting so that means the amount B gets is 2x.
So, we can write,
x+2x=300 => x=100
1) Ratio between the shares of A and B will be = 100/200 = 1/2 = 0.5
2) So A is getting Rs 100 or we can say 33.33 % of total.
and B is getting Rs 200 or we can say 66.66 % of total
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