Question

Find the product of least number and greatest number of three digits which can be formed by the digits 9 , 3 and 5

Answer 1

Given digits are 9,3,5.
Least no. that can be formed is 359

Greatest no. that can be formed is 953


product = 359 × 953= 342127

Answer 2

Concept introduction:

The multiplication of two or more numbers results in the product. Assuming there are two integers, we can calculate their product by adding the two numbers together. $8 * 7$ Equals $56$ .

Given:

Here it is given that the digits are $9 , 3$ and $5$.

To find:

We have to find product of least number and greatest number of three digits.

Solution:

According to the question, given digits are $9,3,5.$

Least no. that can be formed is $359$

Greatest no. that can be formed is $953$

product $= 359 * 953= 342127$

Final answer:

The final answer of the question is $342127$.

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