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Classify each polynomial by its degree and number of terms.
trinomial
exponential
constant
monomial
linear
quadratic
binomial

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2 Answers

4 votes

Answer with explanation:

A polynomial is said to be:

1) Constant if it is of degree 0 i.e. in general it is represented by: a

2) Linear if it is of degree one i.e. in general it is represented by: ax+b

3) Quadratic if it is of degree two i.e. in general it is represented by:
ax^2+bx+c

4) cubic if it is of degree 3 i.e. in general it is represented by:
ax^3+bx^2+cx+d

Also,

1) Monomial-- is a polynomial with one term.

2) Binomial-- is a polynomial with two terms.

3) Trinomial-- is a polynomial with three terms.

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User Vonbrand
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Answer:

The solution in the attached figure

Explanation:

case 1) we have


(7)/(4)x+3

Classify

a) Name using degree ---> Is a linear polynomial (the power of the largest term is 1)

b) Name using Number of Terms ----> Monomial (the number of terms is 1)

case 2)

we have


5.2x^(2)-4x+2.5

Classify

a) Name using degree ---> Is a quadratic polynomial (the power of the largest term is 2)

b) Name using Number of Terms ----> Trinomial (the number of terms is 3)

case 3)

we have


3/5

Classify

a) Name using degree ---> Is a constant (the power of the largest term is 0)

b) Name using Number of Terms ----> Monomial (the number of terms is 1)

case 4)

we have


0.75x^(2)

Classify

a) Name using degree ---> Is a quadratic polynomial (the power of the largest term is 2)

b) Name using Number of Terms ----> Monomial (the number of terms is 1)

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User KDar
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