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Write a multiplication sentence with the greatest possible product using the digits 1 2 6 and 8 once?

Using the digits, we can make 81 x 62 equals 5022, which is the largest possible product.


Write a multiplication sentence with the greatest possible product using the digits 1 2 6 and 8 once and then write the sentence with the least possible product?

Using the digits, we can make 81 x 62 equals 5022, which is the largest possible product. To make the smallest possible product, do 268 x 1 = 268.


What is the greatest number of digits a product could have if a 4-digit number is multiplied by a 2-digit number?

2


What is the greatest possible error of 2.3?

Assuming that the given digits are significant digits, then 0.05


What even number has digits whose product is ten?

52 is a number whose digits have a product of 10.


Its is the greatest even two-digit number The product of its digits is 72?

24


What are the greatest possible number whose digits are all even numbers from 1 to 9?

The greatest possible number is 888... (repeating).


What is the greatest even two digit number. The product of its digits is 72.?

98


What is the greatest possible product using the digits 3 6 3 8?

-- The greatest number you can write with those digits is 8,633 . -- If you're going to multiply them, then the order in which you put them makes no difference. The results of every multiplication will all be the same, regardless of their sequence ... just as the results would be if you add them.


Using only the digits 4 5 7 8 find the greatest product and the least product possible where one factor is a 3digit number?

4 x 578 = 2312 8 x 754 = 6032


How do you use the digits in 6208 to form the greatest number possible?

It could be: 6208


When you multiply a 3 digit number by a 2 digit number what is the greatest number of digits the product can have?

It can have up to 5 digits.