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The solution of 642x−5=4×8x−5 is

Given: \(\begin{array}{l}64^{2x-4}=4*8^{x-5}\end{array} \) \(\begin{array}{l}2^{(6)(2x-5)}=2^{2}.2^{(3)x-5}\end{array} \) \(\begin{array}{l}2^{12x-30}= 2^{2+3x−15}\end{array} \) As the bases are same, powers must be equal. thus, 12x−30=3x−13 12x−3x=−13+30... View Article