Use properties of division to divide whole numbers

Evaluate: \(141 \div 1\)

Evaluate: \(35 \div 35\)

Evaluate: \(0 \div 17\)

Evaluate: \(17 \div 0\)

Evaluate: \(0 \div 0\)

Drag the correct value into each placeholder:

• Any whole number divided by 1 equals 1($).
• Any nonzero whole number divided by itself equals 2($).
• Zero divided by any nonzero number equals 3($).
• Division of any nonzero number by 0 is 4($).

Select all expressions that equal 1.

Select all expressions that are undefined.

Multiplication is commutative: \(3 \times 4 = 4 \times 3\). Is division also commutative? Evaluate both sides:

\(12 \div 4 \quad\text{vs}\quad 4 \div 12\)

Drag each expression into the correct property category.

Drag each expression into the correct property category.

To find \(2 \div 0\), we would need to find \(?\) such that the related multiplication holds. What is the problem?

Drag the four division properties into the order they are typically presented.

Evaluate: \(\dfrac{0}{42}\)

Any nonzero whole number divided by itself always equals ______.

Any nonzero whole number divided by itself always equals ______.

When we try to find the quotient of 2 divided by 0, we look for a number that when multiplied by 0 gives 2. Since no such number exists, we say that division by 0 is undefined. In contrast, zero divided by any nonzero number is always 0.