Forgot password? New user? Sign up
Existing user? Log in
S=2×2016log2(2016!2)+3×2016log3(2016!3)+4×2016log4(2016!4)+⋯+2016×2016log2016(2016!2016)S=\dfrac{2\times2016}{\log_{2}(2016!^{2})}+\dfrac{3\times2016}{\log_{3}(2016!^{3})}+\dfrac{4\times2016}{\log_{4}(2016!^{4})}+\dots+\dfrac{2016\times2016}{\log_{2016}(2016!^{2016})}S=log2(2016!2)2×2016+log3(2016!3)3×2016+log4(2016!4)4×2016+⋯+log2016(2016!2016)2016×2016
Find SSS.
Notation: !!! denotes the factorial notation. For example, 8!=1×2×3×⋯×88! = 1\times2\times3\times\cdots\times8 8!=1×2×3×⋯×8.
Problem Loading...
Note Loading...
Set Loading...