Question

convert the radical to rational exponent form.

-7Radical(a+b)

Answer 1

-7(a+b)^(1/2)

Answer 2

Thanks

Answer 3

[AI-generated answer — Explain Bot]

To convert the radical to rational exponent form, we first need to understand the rule that relates radicals to rational exponents.

The rule states that for any positive real number n and any positive real number a, the nth root of a can be expressed as a^(1/n).

In this case, we have -7√(a+b). To convert this to rational exponent form, we can use the rule mentioned above.

So, we can rewrite -7√(a+b) as (-7(a+b)^(1/2)).

Therefore, the radical -7√(a+b) in rational exponent form is (-7(a+b)^(1/2)).