Question

The product of the greatest 3- digit number and greatest 1- digit number is:
​

Answer 1

The greatest 3-digit number you can have is 999.

The greatest 1-digit number you can have is 9.

Multiply these two numbers :

999×9=8,991

hope it helps you.

Answer 2

Answer:

Step-by-step explanation:

Concept:

The concept of basic mathematical functions like multiplication. will be used to solve this question.Multiplication in elementary algebra is the process of figuring out what happens when a number is multiplied by itself. Each of the numbers and is referred to as a factor of the product, which is the outcome of a multiplication.

Given:

The greatest number of $3$ digits number and the greatest number of $1$ digit number.

To Find:

The product of the greatest $3-$digit number and greatest $1-$digit number need to be found out.

Solution:

The greatest $3-$digit number is $999$

The greatest $1-$digit number is $9$

We have to multiply these two numbers to get the product of the above numbers.

The multiplication of these two is $999 \times 9=8991$.

Therefore the product is $8991$ .

#SPJ2