Jika x > 0 dan x =/= 1 memenuhi x/(x(x^(1/3)))^(1/3) = x^p,

Name: Jika x > 0 dan x =/= 1 memenuhi x/(x(x^(1/3)))^(1/3) = x^p,
Uploaded: 2024-04-19T22:56:43
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Description: Jika x > 0 dan x =/= 1 memenuhi x/(x(x^(1/3)))^(1/3) = x^p, p bilangan rasional, maka p =

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Jika x > 0 dan x =/= 1 memenuhi x/(x(x^(1/3)))^(1/3) = x^p, p bilangan rasional, maka p =

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Aljabar Pertidaksamaan rasional dan irasional satu variabel Pertidaksamaan Irasional

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Segitiga siku-siku sama kaki mempunyai luas 18 dm^2 .

Hitunglah nilai x: tanx+cotgx=3secx

Jika x > 0 dan x =/= 1 memenuhi x/(x(x^(1/3)))^(1/3) = x^p,

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