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Another exponential equation 4^x^2 = (16^x)(64^x+2)
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interesting...let me show a magic trick \[\huge \implies 4^{x^2} = (4^{2x})(4^{3(x+2)})\] do you see what to do now?
since there's two fours on one side, which 4 do i choose to get rid of?
or do i multiply the fours together on the right side?
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