Question

Use the digits 9, 8, 7, 6, and 5 to create two numbers that have the greatest possible product. Each digit can be used only once.​

Answer 1

Answer:

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Step-by-step explanation:

As the product of N1 and N2 is minimum, Individual N1 & N2 required to be as minimum as possible. So, N1 = 56789 & N2 = 56798. So, their sum N1 + N2 = 56789 + 56798 = 113587

Answer 2

Two numbers are 98765 and 89765.

Explanation,

• To maximize the product we need to find out the largest two numbers possible using the given digits.
• Largest number will be formed when the largest digit has the maximum place value and the order follows down in descending order.
• The largest number that we can have is 98765.
• Second largest number is formed when we revert the position of 8 and 9.
• Therefore, second largest number is 89765.