Upgrade to Pro
— share decks privately, control downloads, hide ads and more …
Speaker Deck
Sign up for free
Menu
Search
Features
All features
Private URLs
Password Protection
Custom URLS
Scheduled publishing
Remove Branding
Restrict embedding
Deck Collections
Notes
Features
All features
Private URLs
Password Protection
Custom URLS
Scheduled publishing
Remove Branding
Restrict embedding
Deck Collections
Notes
Explore
Featured decks
Featured speakers
Programming
Technology
Storyboards
Explore
Featured decks
Featured speakers
Programming
Technology
Storyboards
Pricing
Search
Sign in
Sign up for free
math.pdf
Search
Andrea
January 28, 2013
1.9k
0
Share
Embed
Copy iframe code
Copy JS code
Copy link
Start on current slide
math.pdf
Andrea
January 28, 2013
More Decks by Andrea
See All by Andrea
Tutorial_Blogger.pdf
andrea96
0
1.9k
practica9.pdf
andrea96
0
170
Sin título 11(2).pdf
andrea96
0
140
La Dama Rebelde
andrea96
0
190
Featured
See All Featured
Designing for Timeless Needs
cassininazir
1
530
Everyday Curiosity
cassininazir
0
350
Fireside Chat
paigeccino
43
4.1k
StorybookのUI Testing Handbookを読んだ
zakiyama
31
7k
16th Malabo Montpellier Forum Presentation
akademiya2063
PRO
0
410
Performance Is Good for Brains [We Love Speed 2024]
tammyeverts
12
1.9k
Marketing Yourself as an Engineer | Alaka | Gurzu
gurzu
0
330
Game over? The fight for quality and originality in the time of robots
wayneb77
1
300
Templates, Plugins, & Blocks: Oh My! Creating the theme that thinks of everything
marktimemedia
31
2.9k
Agile Actions for Facilitating Distributed Teams - ADO2019
mkilby
0
310
Exploring anti-patterns in Rails
aemeredith
4
540
Chrome DevTools: State of the Union 2024 - Debugging React & Beyond
addyosmani
10
1.4k
Transcript
a) Fracciones: 5 3 , −3 2 , 5+ x
3−x , 12 7 + 2x−1 3 - 5 2 b) Exponentes: 52 , 3−4 , 2 1 2 , (255−1 2 1 5 )3 c) Subíndices: puntuación 1 , puntuación 2 , puntuación 3 d) Raíces cuadradas: √2 , √3 , √5 , √2x−1 , √33.24.75 , √(2x5−1)3 e) Raíces de índice n: 3 √2 , 5 √7 , 4 √2x−1 f) Práctica: 5x2+3x−1=0 x2+2 3 =2x−1 a 5 x5+a 4 x4+a 3 x3+a 2 x2+a 1 x+a 0 (2553−1 234+1 )10 ⃗ v+⃗ u=⃗ w ⃗ u+v , ̃ u−v , w 1 +w 2 , w 1 +w 2 , ⋯ 5∈ℕ → 5∈ℤ→ 5∈ℚ→5∈ℝ → 5∈ℂ f (x)= { 5x+ 1 x2+ 3x−1 x⩽1 x> 1 }