Karteikarten
Ohne Titel
Karten in diesem Stapel (2)
- 1What are standard resultsΣr = n{n+1} / 2
2Σr^2 = n{n+1}{2n+1} / 6
Σr^3 = n^2{n+1}^2 / 4 - 2Mathematical InductionLet P{n} be: ________
Assume P{n} = 1
LHS of P{1} = _______
RHS of P{1} = _______
LHS = RHS P{n} is true for n=1
Assume P{n} is true for n=k
LHS of P{k} = {sequence}________
RHS of P{K}=________
Need to show that p{k+1} = {sequence}+ P{k} + {k+1}th Term = RHS of P{K+1}
RHS of P{k} + {k+1}th term
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- Beschreibung
- Karteikarten am Ohne Titel, erstellt von Trishauna Farrell am 17/12/2020.
- Erstellt von
- Trishauna Farrell · Dez 2020
- Aktualisiert
- 17 Dez 2020
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