Question

find the product of the least number and the greatest number of three digits which cabe formed with the digit 9, 3and5.​

Answer 1

Answer:

There are 6 three digit numbers which can be formed using those three (or any three digits which don’t include a 0) and thus 6 is both the least number and greatest number of such numbers. 6*6=36

If on the other hand you want to know what the product of the least and greatest three digit numbers which can be formed with the digits 9, 3 and 5, that number is -953*953=-908209, assuming “least” means something like “furthest left on a number line” so that -2 is less than -1

If you meant just positive numbers, then .359*953=342.127

Unless you insist that a decimal number must have a leading digit before the decimal point, so that .359 would be 0.359 and thus not a three digit number, in which case we have 3.59*953=3421.27

But if you meant “positive integer” instead of the much more vague “number” then 359*953=342127.

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Answer 2

Answer:

342127

Explanation

least number that can be formed=359

greatest number that can be formed=953

⇒953×359=342127