Question 939178
given:
{{{log(x)=2.3675}}} 
{{{log(y)=0.9750}}}

first find the values of {{{x}}} and {{{y}}}

{{{log(x)=2.3675}}}

{{{log(x)/log(10) = 2.3675}}}

{{{log(x) = 2.3675(log(10))}}}

{{{log(x) = log((10^2.3675))}}} ....if log same, then

{{{x= 10^2.3675}}}

{{{x=233.077}}}


{{{log(y)=0.9750}}}

{{{log(y)/log(10)=0.9750}}}

{{{log(y)=0.9750(log(10))}}}

{{{log(y)=log((10^0.9750))}}}

{{{y=10^0.9750}}}

{{{y=9.44061}}}

so, the value of {{{x+y}}} is:

{{{x+y}}}

{{{233.077+9.44061}}}

{{{242.51761}}}