⊗ and ⊙ are two operators on numbers p and q such that \(p \oplus q=\frac{p^2+q^2}{pq}\) and \(p \odot q =\frac{p^2}{q};\) If x ⊕ y = 2 ⊙ 2, then, x =

⊗ and ⊙ are two operators on numbers p and q such that \(p \oplus

1.	⊗ and ⊙ are two operators on numbers p and q such that \(p \oplus q=\frac{p^2+q^2}{pq}\) and \(p \odot q =\frac{p^2}{q};\) If x ⊕ y = 2 ⊙ 2, then, x =
A.	y/2
B.	y
C.	\(\frac{3y}{2}\)
D.	2y
Answer» C. \(\frac{3y}{2}\)

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⊗ and ⊙ are two operators on numbers p and q such that \(p \oplus q=\frac{p^2+q^2}{pq}\) and \(p \odot q =\frac{p^2}{q};\) If x ⊕ y = 2 ⊙ 2, then, x =

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