Question

Question 151

Find three repeater machines that will do the same work as a $(\times 64)$ machine. Draw them. or describe them using exponents.

Answer 1

We know that, the possible factors of 64 are 2, 4, 8.
if $2^6=64,4^3=64and{8}^2=64$
Hence, three repeater machines that would work as a $(\times 64)$ will be $(\times 2^6)$, $(\times 4^3)$ and $(\times 8^2)$. The diagram of
$(\times 2^6)$, $(\times 4^3)$, and $(\times 8^2)$ is given below.