Solve -dfrac-q-4- - 7 - 5

Now-q4-7-5or-xA0-q4-5-x2212-7or-xA0-q4-x2212-2or- q-x2212-8-

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Question

Solve :-
$\frac{q}{4} + 7 = 5$

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Solution

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Solve :-

\frac{q}{4} + 7 = 5

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Question 1(d)
Solve the following equations :

\frac{q}{4} + 7 = 5

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(\frac{x^{- 1} y^{2}}{x^{2} y^{- 4}})^{7} \div (\frac{x^{3} y^{- 5}}{x^{- 2} y^{3}})^{- 5} = x^{p} . y^{q}

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\frac{{log}_{4} 7}{{log}_{4} 5} \times \frac{{log}_{9} 5}{{log}_{9} 7}

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