Question

The missing value in the following figure is

Answer 1

$4^{24}$ has base $4=(12–8)$
$36$ has base $3=(7–4)$
$(?)$ will have base $2=(5–3)$
Power $24=6\times 4=\left(\text{no. of divisor of}12\right)\times \left(\text{no. of divisor of}8\right)$
Power $6=3\times 2=\left(\text{no. of divisor of}7\right)\times \left(\text{no. of divisor of}4\right)$
$(?)$ will have power $=\left(\text{no. of divisor of}3\right)\times \left(\text{no. of divisor of}5\right)=2\times 2=4$