Show:
Product Rule
Power Rule
Product to a Power
Subtraction of Polynomials
Addition of Polynomials
1

(x2)(x5)

x7

1

(x5)4

x20

1

(2x5)4

16x20

1

(5x2-3)-(2x2-3x)

3x2+3x-3

1

(7x2-8x+9)+(5x-8)

7x2-3x+1

2

(-x7)(-4x6)

4x13

2

(x3)12

x36

2

(-3x7)4

81x28

2

(5x2-4x)-(3x2-6)-(4x+5)

2x2-8x+1

2

(x3+8x+3)+(2x2+2x-3)

x3+2x2+10x

3

(-2x3y2z)(6x4y3z2)

-12x7y5z3

3

(-x3)5(x2)6

-x27

3

(-2x6)4(-5x4)3

-2000x36

3

(-5x2+3x+2)-(-2x2-4x-7)

-3x2+7x+9

3

10x2+(-8x2+7x-3)+(3x2+6)

5x2+7x+3

4

(-3xyz)(-4x2y3z4)(-5x3y4z6)

-60x6y8z11

4

(-2x3)3(-3x2)2

-72x13

4

(-4x5)2(-3x6)3(-x4)5

432x48

4

(-8x3+2x2-6x)-(-7x3+5x2-7x)

-x3-3x2+x

4

(5x2-3)+(2x3-3x2)+(x3-2x2+4)

3x3+1

5

(3x3y4z5)(-4x7y8z9)(8xy3z5)

-96x11y15z19

5

(-5x5)2(-2x2)4

400x18

5

(-2x9)3(-3x5)3(-5x4)2

5400x50

5

(-5x2-3x+7)-(2x2-6x+4)-(-7x2+3x+9)

-6

5

(-3x3-4x)+(2x2+4)+(4x3-6x2+5x-6)

x3-4x2+x-2