Identify Coefficient
Identify Degree
Re-arrange Polinomials
Simplify Basic Polinomials
Simplify Longer Polinomials
100

Give the coefficient of the 1st degree in this polynomial:

3a - 2

3

100

Give the degree of this polynomial:

2x - 18

1st degree

100

Re-arrange this polynomial in order from highest degree to lowest degree:

x + 3 + 6x2

6x+ x + 3

100

Identify this polynomial by combining 'like terms' and re-arrange it:

3x + 2x - 2



5x - 2

100

Identify this polynomial by combining 'like terms' and re-arrange it:

3a3 − 9b2 − a3 + 8c − 8b2

2a3 − 17b2 + 8c

200

Give the coefficient of the 2nd degree in this polynomial:

x2 + 5x - 1

1

200

Give the degree of this polynomial:

 x+ x+ x+ x + 1

5th degree

200

Re-arrange this polynomial in order from highest degree to lowest degree:

−2a + 6 + 8a3

8a3 −2a + 6

200

Identify this polynomial by combining 'like terms' and re-arrange it:

4x + 7x2 - 3x2 + 1

4x2 + 4x + 1

200

Identify this polynomial by combining 'like terms' and re-arrange it:

−4x + 3x2 − 7 + 9x − 12x2 − 5x4

− 5x− 9x2 + 5x − 7 

300

Give the coefficient of the 3rd degree in this polynomial:

6a3 + 4a2 + 5ab - a

6

300

Give the degree of this polynomial:

ab+ a2b− a5b

6th degree

300

Re-arrange this polynomial in order from highest degree to lowest degree:

6b2 − 7b5 − 5b6

− 5b− 7b5 + 6b2 

300

Identify this polynomial by combining 'like terms' and re-arrange it:

-16 + -2c3 + 6c3 + 19c

4c3 + 19c - 16

300

Identify this polynomial by combining 'like terms' and re-arrange it:

5a − 6a3 + 9 + 3a − a2 − 4 − a3 + 3a2

−7a3 + 2a2 + 8a + 5

400

Give the coefficient of the 0 degree in this polynomial:

x2y4 + 2x3y2 +9xy - 6y + 17

17

400

Give the degree of this polynomial:

6x+ 5x− 3x+ x7

7th degree

400

Re-arrange this polynomial in order from highest degree to lowest degree:

−10 + 5xy + 3xy2 + 2x2y2 − y

2x2y2 + 3xy2 + 5xy − y − 10

400

Identify this polynomial by combining 'like terms' and re-arrange it:

6xy2 + 6x3y + 6 + 6xy3 +6xy + 6x2y

The polynomial is already in simplest form.

400

Identify this polynomial by combining 'like terms' and re-arrange it:

8z + 2y + 9x − 9z − 3x + 2y − 4y − 6x + z

0

500

Give the coefficient of the 8th degree in this polynomial:

a4b4 + 5a3b2 + 7a2b - 8ab + a

1

500

Give the degree of this polynomial:

12x2y+ 6xy4z − 2xz+1

6th degree

500

Re-arrange this polynomial in order from highest degree to lowest degree:

ab − 2abc + 4a2b2c + 12 − 11c

4a2b2c − 2abc + ab − 11c + 12

500

Identify this polynomial by combining 'like terms' and re-arrange it:

-2a2b - 9 + 5ab + 12ab2 - 2ab + 12a

12ab2 - 2a2b + 3ab + 12a -9

OR -2a2b + 12ab2 + 3ab + 12a -9

500

Identify this polynomial by combining 'like terms' and re-arrange it:

2a2j − 8 + 7a + 3j − 6d + 10 − 6a − 2a2j − 2j + 7d − 2

j + a + d   :)

OR any other combinations such as "a + d + j". Since all the terms in this polynomial are 1st degree, the order does not matter.

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