The Fibonacci numbers are
\(F_1=1 , F_2=1 , F_3=2 , F_4=3 , F_5=5 , F_6=8 , F_7=13\)…

where the first two are both equal to \(1\), and from then on, each one is the sum of the two preceding it. Of the first \(2324\) Fibonacci numbers, how many have \(3\) as their last digit?

×

Problem Loading...

Note Loading...

Set Loading...