The main point is that between any two real numbers a and b in the domain there is a third real number c between a and b with f(c)=0. I hope that helps!
@@HerndonMath Thank you so much for the reply, is there a proof of this property? I know its the density property but f(c)=0 is something im not accustomed to
The "f(c)=0" part is true because of the function we are working with. There's not a name for this property. If I had to say it in English it would be, "Between any two points the function f is 0 at least once."
Thankyou sir. Please share some more examples of Riemann integration.
amazing video!!
Thank you😭 , i really understand.. can you upload the exercises solutions please ? It's gonna help me so much in my exams
Thank you!
You're welcome! Happy to help.
Your teaching is great but the font is quite small.
Thanks! I appreciate the feedback. Font will be bigger next time.
I still don't get why the infimum is always 0?
The main point is that between any two real numbers a and b in the domain there is a third real number c between a and b with f(c)=0. I hope that helps!
@@HerndonMath Thank you so much for the reply, is there a proof of this property? I know its the density property but f(c)=0 is something im not accustomed to
The "f(c)=0" part is true because of the function we are working with. There's not a name for this property. If I had to say it in English it would be, "Between any two points the function f is 0 at least once."
@@HerndonMath Alright I see now sorry for the trouble I appreciate this! I got confused for a bit