Hi all,
The following statement is not always true:
If a < b and a*b # 0, then 1/a > 1/b; with a and b are real numbers.
I failed to find a counter example of the above statement. Could someone please help?
Thanks
Hi all,
The following statement is not always true:
If a < b and a*b # 0, then 1/a > 1/b; with a and b are real numbers.
I failed to find a counter example of the above statement. Could someone please help?
Thanks
Go to TWE section and learn writing with me.
Correct my essays and I will participate in reviewing yours!
-2 < -1
1/(-2) > 1/(-1)
This fits the statement.
I need a counter example which shows that the statement is wrong.
Regards,
Go to TWE section and learn writing with me.
Correct my essays and I will participate in reviewing yours!
Go to TWE section and learn writing with me.
Correct my essays and I will participate in reviewing yours!
There are currently 1 users browsing this thread. (0 members and 1 guests)
Bookmarks