Question

Nicholas says that (2^6)(2^6) equals 2^12 and also equals 4^6 do you agree?

Answer 1

•To check condition:

(2^6)(2^6)=2^12

Step 1:

→${2}^{6} \times {2}^{6} = {2}^{12}$

Step 2:

→${2}^{6 + 6} = {2}^{12}$

powers add whenever multiply sign is between two numbers

Step 3:

→${2}^{12} = {2}^{12} ✓$

Step 4:

$4096 = 4096✓$

So the first condition is true☑️

•Let's check other condition:

4^6=2^12

Step 1:

→${4}^{6} = {2}^{12}$

Step 2:

→$4096 = 4096✓$

At last we get that both statements are true☑️