Question

find the product of the greatest and smallest 3-digit number formed with the digits 6,3 and, 8​

Answer 1

smallest number formed so = 368

greatest number formed so = 863

product = 368×863 = 317,854

Answer 2

Answer:

The  product of the greatest and smallest 3-digit number using the digits $6,3$ and $8$  is $317584$.

Step-by-step explanation:

Given : The given digits are $6,3$ and $8$.

To find : The product of the greatest and smallest 3-digit number formed with given digits.

Solution :

• The given digits are $6,3$ and $8$.
• We have to find the product of the greatest and smallest 3-digit number formed with given digits.
• To form the greatest digit, we have top arrange the given digits in descending order.

• The greatest number using $6,3$ and $8$ is $863$.
• To form the smallest digit, we have top arrange the given digits in ascending order.
• The smallest number using $6,3$ and $8$ is $368$.
• Now, the product of the greatest and smallest 3-digit number

     = $863*368$

     = $317584$

• ∴ The  product of the greatest and smallest 3-digit number using the digits $6,3$ and $8$  is $317584$.