1. Tardigrade
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  3. Mathematics
  4. Statement-1: If n is an odd integer greater than 3 but not a multiple of 3 , then (x+1)n-xn-1 is divisible by x 3+ x 2+ x Statement-2: If n is an odd integer greater than 3 but not a multiple of 3 , we have 1+ω n +ω2 n =3

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Q. Statement-1: If $n$ is an odd integer greater than 3 but not a multiple of 3 , then $(x+1)^n-x^n-1$ is divisible by $x ^3+ x ^2+ x$
Statement-2 : If $n$ is an odd integer greater than 3 but not a multiple of 3 , we have $1+\omega^{ n }+\omega^{2 n }=3$

Complex Numbers and Quadratic Equations

Solution:

Correct answer is (c) Statement- 1 is True, Statement- 2 is False