Math, asked by Id328183, 11 months ago

State and prove fundamental theorem of finite differences

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Answered by tusharraj77123
0

Answer:

theorem 1 (the fundamental theoremof the calculus of finite differences): let be a real-valued function and let and be integers such that . if then $\sum_{n=a}^{b} f(n) = f(b + 1) - g(a)$.proof: let be a real-valued function and let where .

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