If the mean of 5 integers is 17, what is the largest possible number if they are all positive and none are repeated?
hello
Do you mean "what is the largest possible integer?"
ya
If the mean of 5 integers is 17, what is the largest possible integer if they are all positive and none are repeated?
yes
What does "mean" denote here? How does one calculate an arithmectic mean?
?
Can you show me the process of how to solve this problem
what's the mean of 2, 5 and 7? How do you calculate it?
why 2 and 5 and 7 ?
the mean is 14
wait
its 7
Better look up "arithmetic mean." 7 is not the arithmetic mean of 2, 5 and 7 in my example.
the branch of mathematics dealing with the properties and manipulation of numbers.
the mean is 4.66666666666666666
That's better. I gave you 3 sample numbers: 2, 5 and 7. To find the arithmetic mean of thse 3 numbers, you add them together and divide this sum by 3 (since there are 3 data points).
i know
can you you help me this my problem
please solve the problem with detail
Hold it, please. I was making certain you understand what "arithmetic mean" means in this context, and it wqs clear that you needed review. Unfortunately, OpenStudy was not set up to "solve problems in detail" and to give you the answer. How did you develop such an expectation? My job is to help you find your own solutions. suppose that the mean of five numbers (all of which are positive and none of which are duplicates) is 17. What formula would express that fact symbolically?
17*5
that's not the mean. Review: How does one calculate an arithmetic mean, of, say, five integers?
may i just have the answer.
85
hello
I am turned off by your asking, "May I just have the answer?" As I explained before, OpenStudy has rules of operations that forbid students' asking for direct answers and also forbids other users from handing out direct answers without student involvement. When it became evident that you did not understand the concept of arithmetic mean, I attempted to help with that by giving you an example, which you brushed aside. I do not know, at least not immediately, how to answer this problem. To get a feeling for that, I'd have to experiment. I 'm not willing to do that if you're pushing me along and asking for the answer without any effort or investment on your part. Sorry. You could repost this question, or wait for some other user to respond.
ok bye
Good bye.
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