∫ f(x) +g(x) dx = ∫ f(x) dx + ∫ g(x) dx.
There are two main methods. One is the trapezium method. Here the integral ("area under the curve") is split into a large number of trapeziums with their parallel sides being vertical. The areas of these trapeziums are calculated and added together to approximate the integral. The greater the number of trapeziums the more accurate the answer but also the more effort is required. Another approach, which can sometimes work, is to find two integrable functions such that one of them is greater than the function to be integrated and the other is less. If the required function can be tightly sandwiched between two such functions then the integral of the function will be between the integrals of the two integrable functions. Even if you cannot find two such functions that fulfil this requirement over the whole domain, provided you can find pairs of functions that do so over all but a finite number of points is good enough. Actually, I believe it works even if the number of gaps are countably infinite (cardinality Aleph null), but I am not sure of that.
Component... Hardware.... CPU.... Memory...
The terms of a sequence added together is the sum.
disrespect, respectful
Yes, they can.
3595 and 1, when added together, and 3575 and 20 when added together
A proton and a neutron added together would be Deuterium without an electron.
A proton and a neutron added together would be Deuterium without an electron.
Numbers added together in addition are called addends.
All the populations added together in a habitat make up a community.
Added together.
Other features; things that are added to the main thing. The word additional is similar to the word added.