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Základy vektorov
Vektory v matematike a ich praktické využitie.
Mathematics 25 slides
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Úvod
25 slides · 18 text pages · 7 questions
1Úvod
2Každá cesta sa niekde začína a niekde končí
3Každá cesta sa niekde začína a niekde končí
4Každá cesta sa niekde začína a niekde končí
5Každá cesta sa niekde začína a niekde končí
Presentation contents
18 text pages · 7 questionsYou'll see the other slides in the presentation. Browse solo
- 1Úvod
- 2Každá cesta sa niekde začína a niekde končí
- 3Každá cesta sa niekde začína a niekde končí
- 4Každá cesta sa niekde začína a niekde končí
- 5Každá cesta sa niekde začína a niekde končí
- 6Každá cesta sa niekde začína a niekde končí
- 7Každá cesta sa niekde začína a niekde končí
- 8Každá cesta sa niekde začína a niekde končí
- 9A ako je to s vektorom v rovine?
- 10A ako je to s vektorom v rovine?
- 11A ako je to s vektorom v rovine?
- 12Zložky vektora určeného bodmi
- 13Určenie súradníc bodu A
- 14Čo mám robiť s vektormi v priestore?
- 15Výpočet súradníc vektora medzi dvoma bodmi
- 16A čo veľkosť vektora v rovine?
- 17A čo veľkosť vektora v rovine?
- 18A čo veľkosť vektora v rovine?
- 19Výpočet vzdialenosti bodov pomocou vektora
- 20A teraz veľkosť vektora v priestore...
- 21Vzdialenosť bodov v priestore
- 22Lineárna závislosť a nezávislosť dvoch vektorov
- 23Lineárna závislosť vektorov
- 24Lineárna závislosť vektorov
- 25Čo vieš o vektoroch?
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