Modeling Two-Step Equations with Algebra Tiles

What does a green block represent in the app?

• A constant

• A positive one

• A variable x

• A negative one

How many green blocks are used to represent 3x?

• 2

• 3

• 4

• 5

Why do we use algebra tiles to model equations?

• To visually solve equations

• To increase the complexity

• To replace traditional methods

• To demonstrate incorrect solutions

What is the purpose of using yellow squares in the equation?

• To represent constants

• To represent variables

• To divide the equation

• To subtract values

How do we balance the equation when adding or subtracting?

• By doing the same to one side

• By doing the opposite to each side

• By doing the same to both sides

• By only subtracting from one side

What does a red square represent in the app?

• A positive one

• A constant

• A variable x

• A negative one

How do we ensure the equation remains balanced?

• By performing the same operation on both sides

• By adding the same number of tiles to one side

• By removing all tiles from one side

• By changing the value of x

What is the final step to find the value of x in a two-step equation?

• Multiply each side by the coefficient of x

• Subtract variables from both sides

• Add constants to both sides

• Divide the equation into rows

What is the value of x in the equation 3x + 2 = 11?

• 5

• 2

• 3

• 4

What does each row represent in the final step of solving?

• The difference of variables

• The value of one x

• The sum of constants

• The total value of x