Question

`{x}^(3) * {x}^(4)`
​

Answer 1

`x^(7)`

Explanation:

`x^(n)`×
`x^(m) = x^(n+m)`

Answer 2

`x^(7)`

Explanation:

Using the rule of exponents

`a^(m)` ×
`a^(n)` ⇔
`a^((m+n))`, thus

x³ ×
`x^(4)` =
`x^((3+4))` =
`x^(7)`