Envision 4th Grade 3.1 Associative

Math: Let's Warm-Up!

Multiple Choice

How much longer is the great white shark than the tiger shark in feet?

• 20 feet

• 3 feet

• 23 feet

• 43 feet

Multiple Choice

If the great white shark is 3 feet longer than the tiger shark, how many inches would that be?

(Remember, there are 12 inches in a foot.)

• 36 inches

• 12 inches

• 33 inches

• 43 inches

Exploring the Magic of Multiplication

Discover the power and beauty of multiplication as we delve into its fascinating properties and applications. From basic arithmetic to advanced mathematical concepts, join us on a journey to unlock the secrets of this fundamental operation.

Exploring Multiplication Magic

Learn how to apply the Associative Property to simplify multiplication.
The Associative Property states that changing the grouping of numbers being multiplied does not change the product. Use this property to solve complex multiplication problems with ease.

• Example: (20 x 3) = (3 x 20)

• Apply the property to simplify calculations and save time!

Multiple Choice

What is the property that allows changing the grouping of numbers being multiplied without changing the product?

• Commutative Property

• Distributive Property

• Associative Property

• Identity Property

Draw

3 X 4 =

3 X 40 =

3 X 400 =

3 X 4,000 =

Multiple Choice

First solve the problem. What is the product?

• 200

• 2000

• 900

• 504

Open Ended

Explain Bob's error.

Multiple Choice

Solve.

• 300 + 8 = 308

• 300+ 8 = 3008

• 8 x 300 = 240

• 8 x 300 = 2400

Multiple Choice

Which ticket plan should I buy if I want to go to both parks?

• Plan C

• Plan A

• Plan B

• Plan A and B

Multiple Choice

You should buy a Plan C ticket because it is cheaper. How much cheaper is it than buying 2 separate tickets?

• It is $40 cheaper.

• It is $30 cheaper.

• It is $20 cheaper.

• It is $10 cheaper.

Multiple Choice

How much would it cost for 3 adults and 5 children to go to the Amusement Park?

• $380

• $200

• $270

• $170

Multiple Choice

Bonus: 4 x 5000

• 2000

• 8000
• 10000

• 20000