Understanding the Cost of Movie Gift Sets

The video tutorial explains how to calculate the total cost of purchasing five gift sets, each containing three action movies and four dramas. It introduces variables 'a' and 'D' to represent the cost of action and drama movies, respectively. The tutorial guides viewers through writing and simplifying expressions for the cost of one and five gift sets, ultimately arriving at the simplified expression 15a + 20D for the total cost.

What does the variable 'a' represent in the context of the gift set problem?

• The total cost of a gift set

• The cost of each action movie

• The number of action movies in a gift set

• The cost of each drama movie

How many action movies are included in one gift set?

• Two

• Three

• Five

• Four

What is the expression for the cost of one gift set before simplification?

• 3a + 4d

• 3a + 5d

• 5a + 4d

• 4a + 3d

What is the simplified expression for the cost of one gift set?

• 5a + 4d

• 3a + 5d

• 4a + 3d

• 3a + 4d

How do you express the cost of five gift sets using the simplified expression for one gift set?

• 4(3a + 5d)

• 5(4a + 3d)

• 3(5a + 4d)

• 5(3a + 4d)

What is the first step in simplifying the expression for five gift sets?

• Adding the terms

• Distributing the multiplier

• Factoring the expression

• Combining like terms

What is the result of distributing the 5 in the expression 5(3a + 4d)?

• 15a + 20d

• 5a + 4d

• 3a + 4d

• 20a + 15d

What does the expression 15a + 20d represent?

• The cost of four drama movies

• The cost of five gift sets

• The cost of one gift set

• The cost of three action movies

Which operation is used to eliminate the parentheses in the expression for five gift sets?

• Division

• Addition

• Subtraction

• Multiplication