GoConqr hat ein neues Design! Sag uns, wie es dir gefällt.

Notizen

STRATEGY FOR MATHEMATICAL PROOF - created from Mind Map

hanis.selamat98 calculus University Englisch 1 Seite

STRATEGY FOR MATHEMATICAL PROOF - created from Mind Map

Inhalt der Notizen (1)

Seite 1

DIRECT PROOF

CONTRAPOSITIVE

CONTRADICTION

MATHEMATICAL INDUCTION

1) Determine the proposition

2) Write the outline

3) Determine the definition related

4) Proof!!

simple proposition

using cases

even number = 2a

odd number = 2a + 1

example

2) negate the statement

3) converse the negate statement

5) Proof !

4) Write the outline

1) Determine the proposition

example

5) Proof

3) Deduce new statement

2) Assume that the statement is false

4) Write the outline

1) Determine the proposition

example

not equal (≠) statement

prove irrational number

5)Proof

1) determined the proposition

2) Show S(1) is true

3) Assume S(k) is true

4) Show that S(k+1) is true

example

suitable for progression proposition

Fibonacci sequences statement

Left-hand side equal to right-hand side

STRATEGY FOR MATHEMATICAL PROOF - created from Mind Map

STRATEGY FOR MATHEMATICAL PROOF - created from Mind Map

STRATEGY FOR MATHEMATICAL PROOF - created from Mind Map

STRATEGY FOR MATHEMATICAL PROOF - created from Mind Map

STRATEGY FOR MATHEMATICAL PROOF - created from Mind Map

STRATEGY FOR MATHEMATICAL PROOF - created from Mind Map

STRATEGY FOR MATHEMATICAL PROOF - created from Mind Map

STRATEGY FOR MATHEMATICAL PROOF - created from Mind Map

STRATEGY FOR MATHEMATICAL PROOF - created from Mind Map

STRATEGY FOR MATHEMATICAL PROOF - created from Mind Map

STRATEGY FOR MATHEMATICAL PROOF - created from Mind Map

STRATEGY FOR MATHEMATICAL PROOF - created from Mind Map

STRATEGY FOR MATHEMATICAL PROOF - created from Mind Map

STRATEGY FOR MATHEMATICAL PROOF - created from Mind Map

Informationen

Beschreibung
University calculus Notiz am STRATEGY FOR MATHEMATICAL PROOF - created from Mind Map, erstellt von hanis.selamat98 am 11/07/2016.
Erstellt von
hanis.selamat98
Aufrufe
1
Verlauf
  • Erstellt von hanis.selamat98 · 11 Jul 2016
  • Zu Notiz kopiert von hanis.selamat98 · 11 Jul 2016
Bewertung

Feedback

Worum geht es?

Wie gefällt dir das neue Design?

Dein Eindruck