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The expression (x–2p y3q)6 ÷ (x3y–1)–4p after simplification becomes:

(a) independent of x but not of y.

(b) independent of y but not of x.

(c) independent of both x and y.

(d) dependent of both x and y but independent of p and q.

1 Answer

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by (49.1k points)
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Best answer

Correct option is (a) independent of x but not of y.

Hence, after simplification the result depended on the value of y.

So it is independent of x but not of y.

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