Analyze the zeros of .Determine the number of possible positive real zeros and the number of possible negative real zerosa.positive 1; negative 3 or 1c.positive 3 or 1; negative 1b.positive 1; negative 2 or 1d.positive 2 or 1; negative 1
Determine which consecutive integers do not have a real zero of between them.a.(4, 5)c.(–2, –1)b.(1, 2)d.(-3, -2)
Determine between which consecutive integers the real zeros of are located.a.between 3&4 and &0c.between 4&5 and &0b.between 4&5 and 0&1d.between 3&4 and 0&1
Approximate the real zeros of to the nearest tenth.a.2, 1c.0, b.1, 0d.,
Approximate the real zeros of to the nearest tenth.a., c.2.6, b., d.2.4, 0.6
Approximate the real zeros of to the nearest tenth.a., 0.7c., 7b., 0.5d., 0.6
Determine where the real zeros of are located.a.at & 2c.at 0 & 1b.at 1 & 2d.at -1 & 1
Determine between which consecutive integers the real zeros of are located. a.between -1&0, 0&1 and 2&3 c.between -1&0, 0&1 and 1&2 b.between -2&-1, 0&1 and 1&2 d.between -2&1, 0&1 and 1&2
Determine between which consecutive integers the real zeros of are located.a.between 1&2c.between 0&1b.between &0d.between &
Approximate the real zeros of to the nearest tenth.a.0.4, c.4, 3.4b., 3.4d.-4, 3.4
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Polynomial Division
The Rational Root Theorem
Complex Numbers