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The six-digit number, 4 _ 27 _ 8 is a multiple of 36. All of the digits are different. The product of the missing digits is a non-zero number. Find the two missing digits, then write the complete 6-digit number.

Sagot :

Parrain

Based on the fact that it is a multiple of 36 and that all the digits are different, the 6-digit number is 492,768.

How do we find this multiple?

None of the numbers are to be the same which rules out the numbers:

= 4,2,7 and 8.

The product of the missing figures is a non zero number so 0 cannot be one of the numbers either.

The remaining numbers left that could be the missing figures would be:

= 1, 3, 5, 6, 9

A common trend in all multiples of 36 is that when the last number is 8, the number before it must be an even number. 6 is the only even number there so will then be the second missing number.

This leaves us with:

= 1, 3, 5, and 9

You can then slot these numbers into the missing place and try dividing by 36 to see which is a multiple of 36. Your answer will then be 492,768.

Find out more on multiples at https://brainly.com/question/13577664.

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