solve the sum for x=9 and y =12
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Method 1 : Simplify and then solve
= (x/3 + y/5)²
(using: (a+b)²= a² + b² + 2ab)
= (x/3)² + (y/5)² + 2 × x/3 × y/5.
= x²/9 + y²/25 + 2xy/15
= (putting the value )
= 9²/9 + 12²/25+ 216/15
= 81/9 + 144/25 + 216/15
= (2025+ 1296+ 3240)/225 ( By taking L.C.M)
= 6561/225
= 29.16
= (x/3 + y/5)²
(using: (a+b)²= a² + b² + 2ab)
= (x/3)² + (y/5)² + 2 × x/3 × y/5.
= x²/9 + y²/25 + 2xy/15
= (putting the value )
= 9²/9 + 12²/25+ 216/15
= 81/9 + 144/25 + 216/15
= (2025+ 1296+ 3240)/225 ( By taking L.C.M)
= 6561/225
= 29.16
akshay9977:
won't the value of 5 be squared
Answered by
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(x/3 +y/5)^2
(9/3+12/5)^2
(3+12/5)^2
((15+12)/5 )^2
(27/5)^2
729/25
In decimal value 29.16
(9/3+12/5)^2
(3+12/5)^2
((15+12)/5 )^2
(27/5)^2
729/25
In decimal value 29.16
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