Question 1050925
{{{(4^8*4^2)/45}}}


No common factors probably making best for using logarithms.


{{{(4^10)/45}}}


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{{{log(((4^10)/45))}}}


{{{log((4^10))-log((45))}}}


{{{10*log((4))-log((4.5*10))}}}


Use base-Ten.


{{{10*log((4))-log((4.5))+1}}}


{{{10*(0.60206)-0.653213+1}}}


{{{6.0206+1-0.653213}}}


{{{7.0206-0.653213}}}


{{{6.367387}}}--------------------NOW, what is antilog of this?


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Using software calculator instead of table of logarithms:
{{{10^(6.367387)}}}, and using the 10^x key or button,
{{{2330166.7}}}, but this is too many significant figures based on the accuracy I used, so...
{{{2330170}}}
better expressed as  {{{highlight(2.33017*10^6)}}}.