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Dna It Solutions Cloud Computing PresentationSylCotter
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- Explaining the types of cloud services available such as hosted desktops, email, servers, storage, backups, and more.
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- Highlighting considerations for using cloud computing related to broadband access and data usage.
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The document contains mathematical formulas and calculations related to matrix operations and powers. It defines matrices, calculates their traces, determinants, eigenvalues and eigenvectors. It then derives formulas to calculate the nth power of matrices by using their eigenvalues and eigenvectors. The formulas are applied to specific examples of 2x2 matrices to calculate their powers up to the nth term.
Chebyshev's inequality and riemann liouville fractionalmarcelavmihai
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This document discusses Chebyshev's inequality and how it relates to Riemann-Liouville fractional integrals. It presents the classical form of Chebyshev's inequality and explores extending it using Riemann-Liouville fractional integrals. The document contains multiple sections on the proofs of Chebyshev's inequality via these fractional integrals.
The document contains mathematical formulas and calculations related to matrix operations and powers. It defines matrices, calculates their traces, determinants, eigenvalues and eigenvectors. It then derives formulas to calculate the nth power of matrices by using their eigenvalues and eigenvectors. The formulas are applied to specific examples of 2x2 matrices to calculate their powers up to the nth term.
Chebyshev's inequality and riemann liouville fractionalmarcelavmihai
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This document discusses Chebyshev's inequality and how it relates to Riemann-Liouville fractional integrals. It presents the classical form of Chebyshev's inequality and explores extending it using Riemann-Liouville fractional integrals. The document contains multiple sections on the proofs of Chebyshev's inequality via these fractional integrals.
1. Prezentarea portofoliului
Funcția de gradul al II-lea
Profesor Marcela V.
Mihai
Scop:- aplicarea noțiunilor învățate în studiul
funcției de gradul al II-lea
- dezvoltarea capacităților elevilor de a rezolva ecua ții de
gradul al II-lea (cu sau fără parametru)
Grup țintă: clasa a IX-A liceu, M1
3. 2. Există simetrii în corpul
uman?
1. Ce putem spune despre Calea
Lactee?
Întrebările Unității
4. Întrebări de conținut
Ce este axa de simetrie a parabolei?
Care sunt punctele prin care reprezentăm grafic o
funcție de gradul al II-lea?
Care sunt numerele care caracterizează natura și
semnul rădăcinilor ecuației de gradul al II-lea?
Care sunt relațiile dintre rădăcinile și coeficienții
funcției de gradul al II-lea?
Ce utilizăm când rezolvăm o inecuație sau un
sistem de inecuații?
Cum aflăm ecuația când cunoaștem rădăcinile
ei?
Ce relații utilizăm atunci când vrem să aflăm
valoarea unei expresii dependente de rădăcini?
5. Funcția de gradul al II-lea
Planul unității de învățare
Resurse pentru facilitarea învățării
Resurse asistență unitate
Evaluarea
Evaluarea și autoevaluarea
Exemplul creat din perspectiva elevului
http://matematicapentrutoti.wik.is
7. Resurse asistență unitate
Publicație model
Prezentare pentru sprijinirea învă țării
Fișă teoretică-etapele reprezentării grafice
Fișă teoretică-semnul funcției de gradul al II-lea
Programa matematică clasa a IX-a- M1
8. Evaluarea
1. Forma canonică, graficul, monotonia
Fișe de lucru 2.Semnul, inecuații, relațiile lui Viete
3.Exerciții recapitulative
Teme de lucru
Tema3
Tema1
Tema2
Model expunere pentru tema1
Model expunere pentru tema 2
Model expunere
pentru tema3
Fișe de observare
Fișa de observare elev