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T_2 = 6 frac1/2 and

  1. Given that $x^n - \frac1{x^n}$ is expressible as a polynomial in $x - \frac1x$ with real coefficients only if $n$ is an odd
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    2. Kei asked by Kei
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  2. Given that $x^n - \frac1{x^n}$ is expressible as a polynomial in $x - \frac1x$ with real coefficients only if $n$ is an odd
    1. answers icon 1 answer
    2. Dave asked by Dave
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  3. Select the equivalent expression.\[\dfrac{1}{6^{5}}=?\] Choose 1 answer: Choose 1 answer: (Choice A) \[6^{^{\frac1{5}}}\] A
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  4. T_2 = 6 frac1/2 and T_10= 8frac1/2 determine the formula for the nth term.
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    2. Lucky Nyambi asked by Lucky Nyambi
    3. views icon 55 views