# Which Of The Following Are Polynomials in How To

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Which Of The Following Are Polynomials. Using the characteristic polynomial fnd a solution to the recurrence relation f (n) = f (n/2) + 1 with f (1) = 1 and n = 2^k. Which of the following polynomials are irreducible in \$ \mathbb{z}[x] \$?

( i i) y 2. Linear, quadratic and cubic polynomials can be classified on the basis of their degrees. Sn = 2sn1 + 5 u0001 2n find the solution of sn using the characteristic polynomial of sn.

### which of the following are not polynomials

The distinguishing of this equation of the form ax² + bx + c = 0. Also, the highest power of t is 2, so, it is a polynomial of degree 2. So, it is a polynomial. Assuming this question connects “solutions” to “zeros”, then the answer is yes.