Let be bounded above, then is bounded above and

Okay, I think there's no much to do here, we have and so is bounded above and besides Is it correct?

Now if is bounded below, then

Well since so and we're done. Is it correct?

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- Mar 29th 2011, 04:12 PMConnectedsup of the sum of functions
Let be bounded above, then is bounded above and

Okay, I think there's no much to do here, we have and so is bounded above and besides Is it correct?

Now if is bounded below, then

Well since so and we're done. Is it correct? - Mar 29th 2011, 06:44 PMDrexel28
- Mar 29th 2011, 08:57 PMbkarpuz
Think about the following

(releasing the variable of might greater values)

.................................. (as the variables of and are un related, we can split it)

.................................. . ( does not depend on the letter of the variable)

Probably, this will help you understand it easier. (Itwasntme)

You can do the same for . (Happy)