Let f(n) be the base-10 logarithm of the sum of the elements of the nth row in Pascal's triangle. Express \(\frac{f(n)}{\log 2}\)in terms of n.
Please help fast!
Can I have some help please? I need this soon!
Here's my best attempt
The sum of the elements on row n of Pascal's triangle = 2^n
So....in base 10, we have
Log 2^n =
n Log 2 = f(n)
And
f(n) / log 2 =
n log 2 / log 2 =
n
