Aptitude - Percentage - Discussion
Discussion Forum : Percentage - General Questions (Q.No. 12)
12.
Two tailors X and Y are paid a total of Rs. 550 per week by their employer. If X is paid 120 percent of the sum paid to Y, how much is Y paid per week?
Answer: Option
Explanation:
Let the sum paid to Y per week be Rs. z.
Then, z + 120% of z = 550.
 z + |
120 | z = 550 |
| 100 |
| |
11 | z = 550 |
| 5 |
| z = |
 |
550 x 5 |  = 250. |
| 11 |
Discussion:
78 comments Page 2 of 8.
Vaibhav borale said:
2 years ago
Thanks all for explaining the answering.
(6)
Prathibha said:
5 months ago
Given :x + y = 550 ,
y = 550 - x,
x = (120*y)/100,
x = (120*550-x)/100,
x = 66000/220,
x = 300,
y = 550 - 300 = 250.
y = 550 - x,
x = (120*y)/100,
x = (120*550-x)/100,
x = 66000/220,
x = 300,
y = 550 - 300 = 250.
(5)
Thiru said:
3 years ago
Thanks all for explaining the answer.
(5)
Maguluri said:
5 years ago
X + Y = 550.
X = 1.2Y.
1.2Y + Y = 550.
2.2Y = 550.
Y= 550/2.2,
Y= 250.
X = 1.2Y.
1.2Y + Y = 550.
2.2Y = 550.
Y= 550/2.2,
Y= 250.
(4)
Rohan Shahid said:
4 years ago
@ Ganesh.
Thanks for explaining your answer.
Thanks for explaining your answer.
(3)
Sai sadwik said:
5 years ago
x + 1.2x = 550.
2.2x = 550,
x = 250.
2.2x = 550,
x = 250.
(2)
Vaidehi said:
5 years ago
If y get 100 and x get 120.
So sum of 100 and 120 is 220.
Now we directly get answer see,
If total is 220 so y get 100.
If total is 550 so y get ?
Let's solve it;
550*100/220 = 250.
So sum of 100 and 120 is 220.
Now we directly get answer see,
If total is 220 so y get 100.
If total is 550 so y get ?
Let's solve it;
550*100/220 = 250.
(2)
Lalit said:
1 decade ago
Given,
X=120/100 Y.
X=6/5 Y.
Now X+Y=550.
And 6/5 Y+Y=550.
11Y/5=550.
Y/5=50.
Y=250.
Hope you would find it more simple then other method.
X=120/100 Y.
X=6/5 Y.
Now X+Y=550.
And 6/5 Y+Y=550.
11Y/5=550.
Y/5=50.
Y=250.
Hope you would find it more simple then other method.
(1)
Deepika Murugan said:
7 months ago
Let y's payment be-> z and x's be -> 120% z.
x + y = 550
z + (120/100)z = 550.
By taking z out from the eqn,
z(1+(6/5)) = 550
=>taking LCM,
z((5+6)/5) = 550,
z(11/5) = 550,
z = (550*5)/11,
z = 250.
Therefore the payment is 250.
x + y = 550
z + (120/100)z = 550.
By taking z out from the eqn,
z(1+(6/5)) = 550
=>taking LCM,
z((5+6)/5) = 550,
z(11/5) = 550,
z = (550*5)/11,
z = 250.
Therefore the payment is 250.
(1)
San said:
5 years ago
Let y be 120% of x then,
550 = x +120x/100,
Or x=55000/220 =250.
550 = x +120x/100,
Or x=55000/220 =250.
(1)
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