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\[x-2^{y}=0\] \[2^{x}+2^{y}=6\] please help me !
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You'll need to make use of log\(_2\) , use that on both sides of the second equation for instance and what do you get? ;-)
\[\huge \log_b b^{\text{x}} = \text{x}\]
@Muskan do you follow?
yes... how to solve this equation? with log
i would have just done guess n check x = 2, y = 1 but using log is the correct way of solving. but here the solution may become complex...
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