Jesse correctly used the Distributive Property to write 4×330 a different way. Which expression did he write? (1 point) Responses (4×300)+(4×30) 4 × 300 + 4 × 30 (4×300)+(40×30) 4 × 300 + 40 × 30 (4×300)+(4×3) 4 × 300 + 4 × 3 (4×300)+(4×40) 4 × 300 + 4 × 40

Answer 1

Jesse used the Distributive Property to rewrite \( 4 \times 330 \). The correct way to express this is by breaking 330 down into its place values:

\[ 330 = 300 + 30 \]

Using the Distributive Property, Jesse would write:

\[ 4 \times 330 = 4 \times (300 + 30) = (4 \times 300) + (4 \times 30) \]

So the expression he wrote is:

\[ (4 \times 300) + (4 \times 30) \]

Therefore, the correct response is:

(4×300)+(4×30)