How do you write two cubed in exponential form?

Hint: From the question given, we have been asked to write two cubed in exponential form. We can write the two cubed in exponential form by using the basic formulae of exponents. By using the basic formula of exponents we can write the given question two cubed in exponential form very easily.

Complete step by step answer:
Exponential form: \[{{a}^{m}}\] where, \[a\] in the exponential form represents base and \[m\] in the exponential form represents power or index.
As in the question, it has been given that we have to write two cubed in exponential form.
So, in the place of power or index we should have the number \[3\] because, it has been given in the question that two is cubed.
And in the question we have been given that, two is cubed. So, we should have \[2\] as the base.
So, we got the values needed to substitute in the exponential form.
Substitute the values we got in the exponential form. By substituting the values we got in the exponential form, we get \[\Rightarrow {{a}^{m}}={{2}^{3}}\]
Above represented is the exponential form of two cubed.
We got the answer by using the general form of exponential form.

Note: We should be well aware of the concept of exponents. Also, we should be well known about the exponential form. Also, students should have to understand the question correctly to write it in the exponential form. Also, we should be very careful while writing the exponential form. Similarly we can express any statement in exponential form.