1. The problem statement, all variables and given/known data 2. Relevant equations 3. The attempt at a solution I have attachments that can answer the above template, and please look at the attachments if you are trying to help me. I have two questions regarding upper and lower sums & Riemann sums. So, the attachments 1 & 2 are example 5 and 6 from the book that I am using. I have underlined in red where I cannot understand how the examples are solved. Where do these two underlined inequalities come from? How can I find these inequalities (method/approach)? I want to make sure that I understand these and practice some other questions of the same type, so if you happen to have some question(s) of this type, please inform me. The third attachment, 3 is the continuation of explanation of Riemann sums, and then the book starts by llPll, which I do not understand, and end the chapter with some limit, which I also do not understand. My name is Ace, and I will say hello now since you've read through my lines. Please clarify these questions if you have a clue and can explain in a good way. Thanks.