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What are the vertical calculation problems of mathematical three-digit multiplication by two-digit multiplication?
Mathematical three-digit multiplied by two-digit vertical calculation topics are as follows:

Algorithm of multiplying three digits by two digits;

1, three digits should be aligned with two digits, and ten digits should be aligned with ten digits.

2. First, multiply each bit of three digits with each bit of two digits respectively.

3. Multiply the ten digits of two digits with each digit of three digits respectively, and the digits of the multiplication result should be aligned with the ten digits of the previous result.

4. Then add the two results to get the result of multiplying three digits by two digits.

On the calculation method of multiplication

1, the common method of using pencil and paper multiplier needs a very small number (usually any two numbers from 0 to 9) to store or query the product multiplication table, but a farmer multiplication algorithm does not need it.

Multiplying a number with multiple decimal places is troublesome and error-prone. The universal logarithm was invented to simplify this calculation. The slide rule allows numbers to be quickly multiplied by about three digits of precision. Since the early 20th century, mechanical calculators, such as Marchant, have automatically multiplied as many as 10 digits. Modern electronic computers and calculators greatly reduce the need for manual multiplication.