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There is not a solution. Knowing how logarithms work helps. On the right hand side you have: log3(2*x) + log3(0.5).

Adding logs is equivalent to multiplying (inside the log). This becomes: log3(0.5 * 2*x) = log3(x).

Subtract log3(x) from both sides: log3(7x) - log3(x) = 0.

Subtracting logs is equivalent to division (inside the log): log3(7x/x) = 0.

So log3(7) = 0, which is Not true. No Solution.

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Q: How do you solve Log base 3 of 7x equals Log base 3 of 2x plus Log base 3 of 0.5?
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