solve this 148÷x + 231÷y = 527÷xy ; 231÷x + 148÷y = 610÷xy
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Kishore answered 4 year(s) ago
Solve x and y in the following:
SOLVE FOR X AND Y
1) 148/x + 231/y = 527/xy
231/x +148/y = 610/xy
2) 99x + 101y = 499
101x + 99y = 501
3) x(a - b + ab/a-b ) =y(a + b - ab/a+b)
x+y = 2a2
Class-X Maths
person
Asked by Navneet
Jul 10
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person
Kishore , Student
Member since Dec 10 2008
Given (148/x) + (231/y) = (527/xy)
⇒(148y + 231x) / xy = (527/ xy)
∴231x+148y = 527 → (1)
231/x + 148/y = 610/xy
⇒ (231y + 148x)/xy = 610/xy
∴148x+231y=610 → (2)
Multiply (1) with 148 and (2) with 231
31488x+21904y=77996 → (3)
34188x+53361y=140910 →(4)
Subtract (3) from (4), we get
34188x+53361y=140910
31488x+21904y=77996
31457y=62914
∴y=2
Put y=2 in (1)
231x+148(2)=527
⇒231x=527-296=231
∴x=1
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Kishore answered 4 year(s) ago
Solve x and y in the following:
SOLVE FOR X AND Y
1) 148/x + 231/y = 527/xy
231/x +148/y = 610/xy
2) 99x + 101y = 499
101x + 99y = 501
3) x(a - b + ab/a-b ) =y(a + b - ab/a+b)
x+y = 2a2
Class-X Maths
person
Asked by Navneet
Jul 10
1 Like 2520 views
editAnswer Like Follow
1 Answers
Top Recommend | Recent
person
Kishore , Student
Member since Dec 10 2008
Given (148/x) + (231/y) = (527/xy)
⇒(148y + 231x) / xy = (527/ xy)
∴231x+148y = 527 → (1)
231/x + 148/y = 610/xy
⇒ (231y + 148x)/xy = 610/xy
∴148x+231y=610 → (2)
Multiply (1) with 148 and (2) with 231
31488x+21904y=77996 → (3)
34188x+53361y=140910 →(4)
Subtract (3) from (4), we get
34188x+53361y=140910
31488x+21904y=77996
31457y=62914
∴y=2
Put y=2 in (1)
231x+148(2)=527
⇒231x=527-296=231
∴x=1
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