1. part i: the degree of a polynomial is the (greatest / least) of the degrees of its terms. (circle the term

that correctly completes this definition.) (1 point)

part ii: in order to write a polynomial in descending order, you must write the terms with the exponents

(decreasing / increasing) from left to right. (circle the term that correctly completes this rule.) (1 point)

part iii: for each polynomial, determine the degree and write the polynomial in descending order.

(4 points: 2 points each)

a. -4x² - 12 + 11x

b. 2x3 + 14 - 3x + 7x+ 3x3

Part I:  The degree of a polynomial is the greatest of the degrees of its terms.

Part II:  In order to write a polynomial in descending order, you must write the terms with the exponents  decreasing from left to right.

Part III: A. -4x² + 11x - 12, degree = 2,

B. 5x³ + 4x + 14, degree = 3.

Step-by-step explanation:

Part I : Since, the degree of a polynomial is the highest power of its monomials ( single term ),

eg : degree of is 5.

Thus, in part I, the correct option is 'greatest'

Part II : When we write a polynomial then we write the terms of the polynomial in descending order of their degrees.

Thus, in part II the correct option is 'least'

Part III : A.

∵ -4x² has the highest power in the polynomial.

⇒ Degree = 2,

Also, in the polynomial descending order of degrees,

2 > 1 > 0

⇒ polynomial in descending order,

B.

Combining like terms,

∵ 5x³ has the highest degree,

⇒ Degree = 3,

Also, the order of the degrees in the polynomial is,

3 < 2 < 1 < 0

Thus, the polynomial in descending order,

answer: input the dimensions of the room to be painted. click the button to calculate the amount of paint and man-hours needed for this job.

interior paint coverage depends on the brand of paint used. the coverage amount is listed on the label of the paint can. use this to adjust the values in the paint coverage section below. paint usually is applied at 350 to 400 square feet per gallon (primer at 200 to 300 square feet per gallon).

step-by-step explanation: