Q: How do you multiply three digits in a logical way?

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That is the special purpose of the zero didit in numbers, such as 1005.

Write the digits in such a way that there are six digits to the right of the number of millions, and three digits to the right of the thousands. Fill out missing digits with zeros.

Because they're in multiples of three - a quick way to tell if a number is a multiple of three is to add up the digits and see if the digits add up to a multiple of three e.g 576, 5+7+6=18, 1+8=9, 9 is a multiple of three

algorithm is a way to solve your problem

Seventy million five hundred twenty three thousand three hundred eighty three

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8. A way to work this out is figure out how many possible digits can go in each place value position (units, tens, hundreds) and multiply these together. Since there are 2 possible digits that can go in each position and there are three positions, you would go: 2 x 2 x 2 = 8 Want a list? 222 225 252 255 555 552 525 522

That is the special purpose of the zero didit in numbers, such as 1005.

yes 72/3 equals 24. an easy way to find out if a number is divisible by three is to add up all the digits. if the sum of the digits is divisible by three, the whole number is divisible by three.

Write the digits in such a way that there are six digits to the right of the number of millions, and three digits to the right of the thousands. Fill out missing digits with zeros.

Because they're in multiples of three - a quick way to tell if a number is a multiple of three is to add up the digits and see if the digits add up to a multiple of three e.g 576, 5+7+6=18, 1+8=9, 9 is a multiple of three

-100 all the way to -999

algorithm is a way to solve your problem

Seventy million five hundred twenty three thousand three hundred eighty three

If the sum of the digits of a given number is divisible by three, the number is divisible by three.

Whether a number is negative or positive makes no difference. In its full form, the cubed number will have three times as many digits after the decimal point. This assumes that none are lost through rounding.

Three ways a hypothesis may arise are: 1.) Prior knowledge 2.) Logical inference 3.) Informed, creative imagination

One way is to multiply the numbers ignoring the decimal point. If the first multiplicand has d1 digits after the decimal point, and the second has d2 digits after the decimal point, then their product has (d1 + d2) digits after the decimal point.An alternative for the second stage is to estimate the answer to determine where the decimal point should go.