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π₯ Limit of x^1/x π₯
πππ
The limit of x^1/x as x approaches infinity is equal to 1, that is, limxββ x^1/x =1, For the proof CLICK HERE: https://www.imathist.com/limit-of-x1-x-as-x-approaches-infinity/.
πππ
The limit of x^1/x as x approaches infinity is equal to 1, that is, limxββ x^1/x =1, For the proof CLICK HERE: https://www.imathist.com/limit-of-x1-x-as-x-approaches-infinity/.
π₯Limit of (x^n-a^n)/(x-a) π₯
πππβοΈ
For the proof of the limit of (x^n-a^n)/(x-a) when x tends to a is equal to na^{n-1}, CLICK HERE: https://www.imathist.com/limit-of-xn-an-x-a-as-x-approaches-a/.
πππβοΈ
For the proof of the limit of (x^n-a^n)/(x-a) when x tends to a is equal to na^{n-1}, CLICK HERE: https://www.imathist.com/limit-of-xn-an-x-a-as-x-approaches-a/.