Distributive Property and Like Terms Challenge

The video tutorial covers the distributive property, explaining how to distribute a number across terms in parentheses and combine like terms. It provides examples and practice problems, emphasizing the importance of handling positive and negative signs correctly. The tutorial concludes with tips on adding, subtracting, and multiplying integers, encouraging students to refer back to their notes and rewatch the video if needed.

What is the result of distributing 3 into the expression (x + 2)?

• 3x + 6

• x + 6

• x + 5

• 3x + 2

If you distribute -5 into (x + 4), what term represents the multiplication of -5 and x?

• -5x

• -9x

• 20x

• -4x

How do you combine the terms 4 and -20?

• -16

• 24

• -24

• 16

What is the result of combining the terms 2x and -5x?

• 3x

• 7x

• -7x

• -3x

After distributing and combining like terms, what is the simplified form of 4 + 2x - 5(x + 4)?

• -3x - 16

• -3x + 16

• 3x - 16

• -16x - 3

What is the result of distributing 2 into the expression (x - 9)?

• 2x - 18

• x - 11

• 2x - 9

• x - 18

In the expression 11 - x + 3(x - 4), what is the correct distribution of 3 into (x - 4)?

• 3x - 12

• 3x + 12

• x - 12

• 11x - 12

What is the simplified result of the expression 11 - x + 3(x - 4)?

• 2x + 1

• x + 7

• 2x - 1

• 2x + 7

What is the final simplified form of the expression 12 - x - 2(9 + 2x)?

• -4x - 6

• -4x + 18

• 4x - 18

• 12x - 18

What is the correct result of distributing 2 into the expression 9 + 2x?

• 18 + 4x

• 18 + 2x

• 11 + 4x

• 7 + 4x