Answer:
m^(5/2)
Step-by-step explanation:
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The expression [tex]\rm m^{2.5}[/tex] in radical form is [tex]\rm \sqrt[2.5]{m}[/tex] .
If n is a positive integer greater than 1 and n is a real number, then
[tex]\rm \sqrt[n]{a}[/tex] = aⁿ
Here the index is represented by n, the radicand is represented by a , and the sign is called the radical.
Left side of the equation is called the radical form
Right side of the equation is called exponent form.
The given exponent form is
[tex]\rm m^{2.5}[/tex]
In radical form this will be written as
[tex]\rm \sqrt[2.5]{m}[/tex]
Therefore the expression [tex]\rm m^{2.5}[/tex] in radical form is [tex]\rm \sqrt[2.5]{m}[/tex] .
To know more about Radical form
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