X, Y and X started a business with the capital Rs. 21,000 of this X gives Rs. 1000 more than Z and Y gives Rs. 2000 more than Z. At the end of the year the profit to be divided is 16%. What should each receive?
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Answered by
1
Answer:
profit for X = 1120
profit for Y = 1280
profit for Z = 960
Step-by-step explanation:
let Z invested = a
then Y invested = a+2000
and X invested = a+1000
given,
a + a+2000 + a+1000 = 21000
=> 3a + 3000 = 21000
=> 3a = 21000 - 3000 = 18000
=> a = 18000/3 = 6000
so, Z invested = a = 6000
Y invested = a+2000 = 6000+2000 = 8000
and X invested = a+1000 = 6000+1000 = 7000
so ratio of investment for X, Y and Z
= 7000 : 8000 : 6000
= 7 : 8 : 6
accordingly, ratio of profits for X, Y and Z
= 7 : 8 : 6
given, net profit = 16% of 21000 = 16×21000/100 = 3360
so, profit for X = 7×3360/(7+8+6) = 7×3360/21 = 1120
profit for Y = 8×3360/(7+8+6) = 8×3360/21 = 1280
profit for Z = 6×3360/(7+8+6) = 6×3360/21 = 960
Answered by
0
Answer:
ji
Step-by-step explanation:
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