If n is positive integer, then prove that the integral part of `(7 + 4sqrt3)^n` is an odd numb...

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Suppose that ā€˜nā€™ number and I, F are integral part, frac S.T. i) I is odd integer ii) (I+F)(1-F)=1 Suppose that ā€˜nā€™ number and I, F are integral part, frac S.T. i) I is odd integer ii) (I+F)(1-F)=1
Shew that the integral part of \( (8+3 \sqrt{7})^{n} \) is odd, if n be a positive integer: Shew that the integral part of \( (8+3 \sqrt{7})^{n} \) is odd, if n be a positive integer:
#binomiale stelling Intermediair tweede jaar Wiskunde-2A TS en AP #binomiale stelling Intermediair tweede jaar Wiskunde-2A TS en AP
Integral part of `(7+4sqrt3)^n` n is Natural no., is Integral part of `(7+4sqrt3)^n` n is Natural no., is
Show that integral part of [3 + sqrt(7)] raied to power n is an odd number. Show that integral part of [3 + sqrt(7)] raied to power n is an odd number.
Prove that n^7 +7 is never a perfect square. Prove that n^7 +7 is never a perfect square.
Let n be a positive integer. Prove that n is even if and only if 13n+4 is even Let n be a positive integer. Prove that n is even if and only if 13n+4 is even
Binomial Theorem - Important Long Answer Questions (7 marks) - Part 5 || Intermediate II A Binomial Theorem - Important Long Answer Questions (7 marks) - Part 5 || Intermediate II A