Ask a New Question
Search
Asked by
Sri
The product of three consecutive odd integers is 4845. What is the largest of these three integers?
Answers
Answers
Answered by
Ms. Sue
Divide 4845 by 3.
That gives you a good start.
Answered by
Steve
actually, that would help if the sum were 4845.
In this case, if all three factors were equal, they would be ∛4845 ≈ 17
So, I'd try 15*17*19 = 4845
Related Questions
Related
The product of three consecutive integers is -1716. What is the greatest of the three integers?
The product of three consecutive odd numbers is 6,783. What are the numbers?
the product of three consecutive numbers is 4080. what are the numbers? please show work.
The product of three consecutive odd integers reduced by 23 is 99 less than the cube of the sum of t...
the product of three consecutive integers is 22 less than the cube of the middle integer. Find the i...
The Product of three Consecutive terms of a G.P. is -64 and the first term is four times the third....
The product of three consecutive integers is 21 more than the cube of smallest integer.the smallest...
The product of three consecutive integers is 720. What is the polynomial that represent the product?...