Multiplication sentences up to 10: true or false?

Key Notes :

  • Understanding Multiplication Sentences:

A multiplication sentence involves numbers being multiplied, e.g., 3×4=12.

It consists of two factors (numbers being multiplied) and the product (the result).

  • True or False Multiplication Sentences:
    • True Multiplication Sentences: If the product of two numbers equals the stated result, the multiplication sentence is true.
      • Example: 3×4=12 is true because the multiplication of 3 and 4 equals 12.
    • False Multiplication Sentences: If the product does not equal the stated result, the multiplication sentence is false.
      • Example: 3×4=10 is false because 3 times 4 equals 12, not 10.
  • How to Check:
    • Perform the multiplication and compare the result with the given answer.
    • If the multiplication matches the given result, it is true.
    • If the multiplication does not match, it is false.
  • Example Sentences for Practice:
  • 5×2=10 (True)
  • 4×3=11 (False)
  • 7×2=14 (True)
  • 9×1=9 (True)
  • 6×5=30 (True)
  • 8×3=23 (False)

Learn with an example

Is the number sentence true or false?

2 × 10 = 4 × 5

  • true
  • false

The number sentence is true because its two sides are equal.

On the left side, 2 × 10 = 20.

On the right side, 4 × 5 = 20.

2 × 10 equals 4 × 5.

Is the number sentence true or false?

2 × 10 = 5 × 4

  • true
  • false

The number sentence is true because its two sides are equal.

On the left side, 2×10 = 20.

On the right side, 5×4 = 20.

2×10 equals 5×4.

Is the number sentence true or false?

4×5=10×2

  • true
  • false

The number sentence is true because its two sides are equal.

On the left side, 4 × 5 = 20.

On the right side, 10 × 2 = 20.

4 × 5 equals 10 × 2.

Let’s try some problems!✍️