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consider this complex logarithmic equation what would you do to solve it feel free to pause the video if you want to give this problem a shot go ahead and try now before we tackle this problem there are some things we need to review that is the ability to convert a logarithmic expression into an exponential one for instance consider this formula log base a of b is equal to c we can convert it into its exponential form by following this process a raised to the c is equal to b so letamp;#39;s say we have log base 4 of 64 is equal to 3. we could say that 4 raised to the third power is equal to 64. so weamp;#39;re going to do a lot of that in this particular problem so letamp;#39;s begin the first thing we could do is say three raised to the second power is equal to everything else here everything in the red brackets so letamp;#39;s write that 3 squared is equal to 7 plus log base 4 of 13 plus log base 2 of x plus 4. now three squared is equal to nine and so we have nine is equal to se
