^5 √ 32x^6y^2w^10 =
^5 √ 2^5x^6y^2w^10 =
(2 * x w^2) ^5 √xy^2 =
2w^2 ^5√xy^2
Simplify this? Omg... I hate my life right now...
5^rad(32x^6y^2w^10)
I'm assuming the numbers are 32x^6, y^2, w^10 right?
Do them separately....
rad32x^6 = [rad(32)]^rad(6)] =
[rad(4) times rad(2) times rad(2) times rad(2)]^ 3
rad(y^2) = y
rad(w^10) = w^10
5^ [{4(rad 2)x}^3 times y times w^5]
Hmmm further simplification would be...
lets assume [{4(rad 2)x}^3 times y times w^5] = K
[ln(5)] times k would also be an answer.
But to tell you the truth I'm not sure lmao!
Goodluck!
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Verified answer
^5 √ 32x^6y^2w^10 =
^5 √ 2^5x^6y^2w^10 =
(2 * x w^2) ^5 √xy^2 =
2w^2 ^5√xy^2
Simplify this? Omg... I hate my life right now...
5^rad(32x^6y^2w^10)
I'm assuming the numbers are 32x^6, y^2, w^10 right?
Do them separately....
rad32x^6 = [rad(32)]^rad(6)] =
[rad(4) times rad(2) times rad(2) times rad(2)]^ 3
rad(y^2) = y
rad(w^10) = w^10
5^ [{4(rad 2)x}^3 times y times w^5]
Hmmm further simplification would be...
lets assume [{4(rad 2)x}^3 times y times w^5] = K
[ln(5)] times k would also be an answer.
But to tell you the truth I'm not sure lmao!
Goodluck!