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1. 5×
constant term:
standard form:
leading term:
leading coefficient:
numerical coefficient:
literal coefficient:
degree:
type of polynominal acc. to degree:
type of polynomial acc. to number of terms:

2. 5 + (-5b)
constant term:
standard form:
leading term:
leading coefficient:
numerical coefficient:
literal coefficient:
degree:
type of polynominal acc. to degree:
type of polynomial acc. to number of terms:

3. 10 - 4m + n³
constant term:
standard form:
leading term:
leading coefficient:
numerical coefficient:
literal coefficient:
degree:
type of polynominal acc. to degree:
type of polynomial acc. to number of terms:

4. 5p⁵ + 3 w³ - 5h⁴
constant term:
standard form:
leading term:
leading coefficient:
numerical coefficient:
literal coefficient:
degree:
type of polynominal acc. to degree:
type of polynomial acc. to number of terms:

5. 5 - 4y³ + 3 c² +2k
constant term:
standard form:
leading term:
leading coefficient:
numerical coefficient:
literal coefficient:
degree:
type of polynominal acc. to degree:
type of polynomial acc. to number of terms:



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Sagot :

Answer:

1. 5×

constant term: 0

standard form: 5x

leading term: 5x

leading coefficient: 5

numerical coefficient: 5

literal coefficient: x

degree: 1

type of polynominal acc. to degree: linear

type of polynomial acc. to number of terms: monomial

2. 5 + (-5b)

constant term: 5

standard form: 5b + 5

leading term: 5b

leading coefficient: -5

numerical coefficient: -5

literal coefficient: b

degree: 1

type of polynominal acc. to degree: linear

type of polynomial acc. to number of terms: binomial

3. 10 - 4m + n³

constant term: 10

standard form: n³ - 4m + 10

leading term: n³

leading coefficient: 1

numerical coefficient: 4,1

literal coefficient: m,n³

degree: 3

type of polynominal acc. to degree: cubic

type of polynomial acc. to number of terms: trinomial

4. 5p⁵ + 3 w³ - 5h⁴

constant term: 0

standard form: 5p - 5h⁴ + 3w³

leading term: 5p

leading coefficient: 5

numerical coefficient: p,w³,h⁴

literal coefficient: p,w³,h⁴

degree: 5

type of polynominal acc. to degree: quintic

type of polynomial acc. to number of terms: trinomial

5. 5 - 4y³ + 3 c² +2k

constant term: 5

standard form: -4y³ + 3c² + 2k + 5

leading term: -4y³

leading coefficient: -4

numerical coefficient: -4,3,2

literal coefficient: y³,c²,k

degree: 3

type of polynominal acc. to degree: cubic

type of polynomial acc. to number of terms: polynomial

Hope it helps

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