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
Practicas Ejercicios 1,2
Search
kike
March 16, 2012
1.8k
0
Share
Embed
Copy iframe code
Copy JS code
Copy link
Start on current slide
Practicas Ejercicios 1,2
kike
March 16, 2012
More Decks by kike
See All by kike
Tablas
kike
0
1.8k
Columnas
kike
0
1.8k
Gases Nobles Recorrido
kike
0
1.8k
Practica Final
kike
0
170
Featured
See All Featured
Bootstrapping a Software Product
garrettdimon
PRO
306
120k
Effective software design: The role of men in debugging patriarchy in IT @ Voxxed Days AMS
baasie
1
570
"I'm Feeling Lucky" - Building Great Search Experiences for Today's Users (#IAC19)
danielanewman
230
23k
Conquering PDFs: document understanding beyond plain text
inesmontani
PRO
4
3.2k
技術選定の審美眼(2025年版) / Understanding the Spiral of Technologies 2025 edition
twada
PRO
120
120k
The Web Performance Landscape in 2024 [PerfNow 2024]
tammyeverts
12
1.3k
Bioeconomy Workshop: Dr. Julius Ecuru, Opportunities for a Bioeconomy in West Africa
akademiya2063
PRO
1
410
A Soul's Torment
seathinner
8
3.8k
Designing Powerful Visuals for Engaging Learning
tmiket
1
610
Visualizing Your Data: Incorporating Mongo into Loggly Infrastructure
mongodb
50
10k
Applied NLP in the Age of Generative AI
inesmontani
PRO
4
2.5k
How to optimise 3,500 product descriptions for ecommerce in one day using ChatGPT
katarinadahlin
PRO
3
3.9k
Transcript
4246 3 =20−x Formulas Ejercicio 1: 2 3 3
4 = 2⋅43⋅3 3⋅4 = 17 12 Ejercicio 2: f x=a n xna n−1 xn−1...a 1 xa 0 -sumatorio: f x=∑ r=0 n a r xr -límites y paréntesis: e=lim n∞ 1 1 n n