+2653 Find a six-digit multiple of $64$ that consists only of the digits $2$ and $4$.
+1926 There are actually many different numbers that satisfy this equation.
First off, we have
\(244224 \mod 64 = 0 \)
So 244224 works.
Also, we have
\(444224 \mod 64 = 0\)
So 444224 also works.
So our answers are \(444224, 244224\)
Thanks! :)
+1926 There are actually many different numbers that satisfy this equation.
First off, we have
\(244224 \mod 64 = 0 \)
So 244224 works.
Also, we have
\(444224 \mod 64 = 0\)
So 444224 also works.
So our answers are \(444224, 244224\)
Thanks! :)
