Q5 of 47 Page 71

Give one example of a binomial of degree 27 and monomial of degree 49 and trinomial of degree 36.

Binomial means having two terms. So binomial of degree 27 is x27 + y.


Monomial means having one term. So, monomial of degree is x49.


Trinomial means having three term. So, trinomial of degree is x36 + y + 2.


More from this chapter

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3

Write the degree of each of the following polynomials.

i. 4 – 3x2


ii. 5y + √2


iii. 12 – x + 4x3


iv. 5

 4

Classify the following polynomials based on their degree.

i. 3x2 + 2x + 1


ii. 4x3 – 1


iii. y + 3


iv. y2 – 4


v. 4x3


vi. 2x

 1

Find the zeros of the following polynomials.

i. p(x)= 4x – 1


ii. p(x) = 3x + 5


iii. p(x) = 2x


v. p(x) = x + 9

 2

Find the roots of the following polynomial equations.

i. x – 3 = 0


ii. 5x – 6 = 0


iii. 11x + 1 = 0


iv. −9x = 0