Divide rupees 3262 among x,y,z such that if rupees 35, 15, 12 are deducted from the respective shares, the remainder will be in the ratios 3:5:8. Find the shares of x
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It is very simple you answer is here
Total amount is 3262
35, 15, 12, rupees are deducted from the respective shares
It means 35 + 15 + 12 = 62 rupees are deducted from total amount
It means new total amount is
3262 - 62 = 3200
Then
3:5:8 are equal 3200 because it is divided by x, y, z, in that ratio
Then 3+5+8 ratio = 3200
16 ratio = 3200
Then 1 ratio equal is
1 ratio = 3200 ÷ 16
1 ratio = 200
If 1 ratio equal is 200 then ratio of x, y, z, is equal are
X ratio is 3 then
3 × 200 = 600
And + 35 because it is deducted from the respective share
Then total share is
35 + 600 = 635
It means you're answer is 635
I hope it's helpful for you. Thank you
Total amount is 3262
35, 15, 12, rupees are deducted from the respective shares
It means 35 + 15 + 12 = 62 rupees are deducted from total amount
It means new total amount is
3262 - 62 = 3200
Then
3:5:8 are equal 3200 because it is divided by x, y, z, in that ratio
Then 3+5+8 ratio = 3200
16 ratio = 3200
Then 1 ratio equal is
1 ratio = 3200 ÷ 16
1 ratio = 200
If 1 ratio equal is 200 then ratio of x, y, z, is equal are
X ratio is 3 then
3 × 200 = 600
And + 35 because it is deducted from the respective share
Then total share is
35 + 600 = 635
It means you're answer is 635
I hope it's helpful for you. Thank you
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