Question

find the degree of the polynomial given below
$x{5} - x {4} + 3$
​

Answer 1

Answer:

Degree of each polynomial,

i).x

5

−x

4

+3

Degree means the highest power of exponent in a polynomial.

⇒ So, Degree =5

ii).x

2

+x−5

⇒ Degree =2

iii).5

⇒ Degree =0

iv).3x

6

+6y

3

−7

⇒ Degree =6

v).4−y

2

⇒ Degree =2

vi).5t−

3

⇒ Degree =1

Hence, solved.

Step-by-step explanation:

Degree of each polynomial,

i).x

5

−x

4

+3

Degree means the highest power of exponent in a polynomial.

⇒ So, Degree =5

ii).x

2

+x−5

⇒ Degree =2

iii).5

⇒ Degree =0

iv).3x

6

+6y

3

−7

⇒ Degree =6

v).4−y

2

⇒ Degree =2

vi).5t−

3

⇒ Degree =1

Hence, solved.

Answer 2

Answer:

1

Step-by-step explanation:

one

is the answer as there is no degree we consider it as one