Mastering Distributive Property and Like Terms

This video tutorial covers the distributive property and combining like terms through various examples. It starts with simple distribution and progresses to more complex scenarios involving negative numbers and multiple terms. Each example is explained step-by-step, highlighting the importance of keeping track of signs and combining like terms to simplify expressions.

What is the result of distributing 8 to 'a' and 2?

• 16a - 8

• 16a + 8

• 8a - 16

• 8a + 16

When combining 8a and 6a, what is the resulting expression?

• 20a

• 2a

• 14a

• 48a

How do you simplify the expression 7x - 3x?

• 3x

• 10x

• 4x

• 21x

What is the simplified form of the expression involving 7, 7x, -6, and -3x?

• 11x - 5

• 1 + 4x

• 4x + 1

• 5x + 1

What is the result of distributing 2 and 6 to s and other terms in example three?

• 14s + 12

• 12s + 14

• 18s + 8

• 8s + 18

In problem four, what is the result of distributing 4 and 3 to f and other terms?

• 10f - 20

• 14f + 20

• 10f + 20

• 14f - 20

What is the final expression obtained after distributing and combining terms in problem five?

• 122d + 14

• 100d + 30

• 100d + 44

• 122d - 16

What does the expression simplify to when distributing one-half to 10z and -12?

• 10z + 6

• 10z - 12

• 5z + 14

• 5z - 6

After distributing 12 and 9 to c and other terms, what is the final expression?

• 21c + 6

• 21c - 6

• 33c + 6

• 33c - 6

What is the result of distributing 100 and -10 to 4x, 2, and other terms in the final example?

• 380x + 180

• 400x + 180

• 380x + 190

• 400x + 190