2lg(x^2(y))=lgx-lg(y+3)
express y in terms of x
express y in terms of x
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2logx^2 + 2logy = logx - log(y + 3)
=> 2logy + log(y + 3) = logx - 2logx^2
=> logy^2 + log(y + 3) = logx - logx^4
so, log[y^2(y + 3)] = log(x/x^4)
=> y^2(y + 3) = 1/x^3
:)>
=> 2logy + log(y + 3) = logx - 2logx^2
=> logy^2 + log(y + 3) = logx - logx^4
so, log[y^2(y + 3)] = log(x/x^4)
=> y^2(y + 3) = 1/x^3
:)>
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google it