Multiply whole numbers by two- (or more) digit numbers

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QUESTION OF

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Views #: 277
Questions #: 15
Time: 14 minutes
Pass Score: 80.0%
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Multiply by a Two-Digit Number

2 pts
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Multiply: \(23 \times 436\)

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Two-Digit Multiplier

2 pts
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Multiply: \(36 \times 334\)

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Multiplier Contains an Interior Zero

3 pts
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Multiply: \(406 \times 253\)

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Interior Zero in Multiplier

3 pts
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Multiply: \(706 \times 351\)

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Four-Digit Numbers Both Containing Zeros

3 pts
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Multiply: \(3{,}009 \times 2{,}007\)

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Large Numbers with Interior Zeros

3 pts
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Multiply: \(4{,}004 \times 2{,}008\)

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Multiply: Two Two-Digit and Three-Digit Numbers

2 pts
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Multiply: \(48 \times 275\)

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Multiply: Three-Digit by Three-Digit

3 pts
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Multiply: \(312 \times 214\)

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Complete the Partial Products Definition

1 pts
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The numbers 1,308 and 8,720 are called (1). We (2) the partial products to get the answer 10,028.

Please drag and drop the selected option in the right place or type it instead
partial products
added
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Interior Zero in the Top Number

3 pts
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Multiply: \(509 \times 437\)

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Identify the Correct Partial Products

2 pts
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When computing \(23 \times 436\) using vertical form, which of the following are the correct partial products? Select all that apply.

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Sort the Steps for Multiplying by a Three-Digit Number

2 pts
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Please drag and drop the options to sort them

When multiplying by a three-digit number (e.g. \(214 \times 312\)), drag the steps into the correct order.

Add all partial products to get the final answer.
Multiply the top number by the hundreds digit (attach two zeros).
Multiply the top number by the ones digit.
Multiply the top number by the tens digit (attach one zero).
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Two-Digit Times Three-Digit with Interior Zero

2 pts
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Multiply: \(75 \times 608\)

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Classify by Number of Partial Products Needed

2 pts
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Multiplications
×\(23 \times 436\)
×\(214 \times 312\)
×\(48 \times 275\)
×\(406 \times 253\)
2 partial products
3 partial products

Drag each multiplication into the correct category based on how many partial products are needed.

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Multiply: 99 × 999

3 pts
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Multiply: \(99 \times 999\)

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