Finding the approximation of the integral using the midpoint rule without using midpoints. Example: Simpson's Approximations can be estimated using S = (1/3)T + (2/3)M where T is the trapezoidal approximation and M is the midpoint approximation (apparently.) What is the rule like this for midpoint?

Question

anonymous · Answer

It's to solve this question.

myininaya · Answer

i'm looking 
i don't recall what you are looking for

myininaya · Answer

it doesn't seem like the question you posted is asking you to use such a formula
also i don't think there is one like the one you mentioned above for midpoint rule

myininaya · Answer

collins are you there?

anonymous · Answer

Sorry just got back from class.

Turns out the formula in my question could be used.... I was just being blind.

I found the Trapezoidal approximation and the Simpson's approximation and found midpoint using S = (1/3)T + (2/3)M