Multiply whole numbers that end with zeros

Multiply: \(6 \times 1{,}000\)

Multiply: \(45 \times 100\)

Multiply: \(912 \times 10{,}000\)

Multiply: \(9 \times 1{,}000\)

Multiply: \(25 \times 100\)

Multiply: \(875 \times 1{,}000\)

Multiply: \(14 \times 300\)

Multiply: \(15 \times 900\)

Multiply: \(3{,}500 \times 50{,}000\)

Multiply: \(3{,}100 \times 7{,}000\)

To find the product of a whole number and 10, 100, 1,000, and so on, 1($) the number of zeros in that number to the right of the whole number.

And for two factors both ending in zeros: multiply the nonzero leading digits and attach the 2($) of the number of trailing zeros.

Multiply: \(67 \times 2{,}000\)

Drag these powers of 10 in order from fewest zeros to most zeros.

Drag each multiplication into the correct category based on how many trailing zeros its product will have.

Drag each multiplication into the correct category based on how many trailing zeros its product will have.

Select all expressions that equal 120,000.