Locating Zeros of Polynomial Function Answers

Determine between which consecutive integers the real zeros of are located. a. between −2 & −1, between 3 & 4, and exactly at 1 c. between −1 & 0, between 3 & 4, and exactly at 1 b. between −2 & −1, between 3 & 4, and exactly at –1 d. between −2 & −1, between 1 & 2, and exactly at 1 Please select the best answer from the choices provided

Analyze the zeros of . Determine the zeros to the nearest tenth. a. 1.4, -3.4 c. −1.2, 3.4 b. −2.4, 2.3 d. −1.4, 3.4 Please select the best answer from the choices provided

Determine between which consecutive integers the real zeros of are located. a.between (−3 & -2) and (−2 & −1) c.both a & b b.between (1 & 2) and (2 & 3) d.no real zeros

Approximate the real zeros of to the nearest tenth.a.2c.3.2b.2.3d.3.3

Approximate the real zeros of to the nearest tenth.a.c.b.d.

Analyze the zeros of .Determine the number of complex zeros.a.2c.1b.4d.3

Approximate to the nearest tenth the real zeros of .

Determine which consecutive integers do not have a real zero of between them.a.(-1, 0)c.(–5, –4)b.(0, 1)d.(–4, –3)

Describe how you find an upper bound and a lower bound for the zeros of a polynomial function.

Analyze the zeros of .Determine the integral intervals where the zeros are located. a.−2& −1 and 2&3 c.& and 3&4 b.0&1 and 1&2 d.& 0 and 3&4