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does anyone know how to solve this?? 2log(base2) (x+1) = log(base2) 2+1 please help
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\[2* \log_{2} (x+1)=\log_{2} 2 +1\]
so by log base property of if base and number are same thn result will be same
\[\log_{a} a=1\] alwys
\[\log_{2} 2=?????\]
@AdrianaPerez
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im a little confused, i understand that when they are both the same its 1
What would be the steps?
\[\log_{2} 2=1\]
\[2*\log_2(x+1)=1+1=2\]
divide both side by 2
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\[\log_2(x+1)=1\]
it will be 1 when both base and number are equal as base=2 so number must be =2 x+1=2 subtract 1 from both side
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