Hey there @dgomes, mind taking a look at this feedback as it has been labeled with an integration (integration) you are listed as a code owner for? Thanks!

Well it all depends on what you are trying to integrate

Since Riemann Sum is an approximation of the integral through a sampling process, if you sample often if will lead to a better approximation.

But, if your source doesn't change that often, then some assumptions can be made and save your self some extra computations. This is specially the use case of resistive power loads where power is constant for basically all the period an appliance is on, for such use-case the left integration method fits better as it assumes exactly that the value has been stable from the onset.

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