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__________, or modeling, is the process of translating a verbal statement of a problem into a mathematical statement.a.Problem-solving approachb.Data preparationc.Data structuringd.Problem formulation
A mathematical function in which each variable appears in a separate term and is raised to the first power is known as aa.power function.b.linear function.c.what-if function.d.nonlinear function.
In problem formulation, thea.objective is expressed in terms of the decision variables.b.constraints are expressed in terms of the obtained objective function coefficients.c.nonnegativity constraints are always ignored.d.optimal solution is decided upon.
Quels sont les différents acteurs du protocole Bitcoin et décrivez brièvement leur rôle pour chacun d'eux ?
Choisissez l'une des monnaies qui a été étudiée pendant le cours et évaluez celle-ci à la lumière des caractéristiques de la monnaie
Interet d'un émetteur qui garantit la quantité/qualité du métal pour les 1eres pièces
Quel est le domaine de définition de arcsin(x)?
Quel est le domaine de définition de ArcCos(x)?
Sur quel domaine est ce que cos(x) admet une fonction réciproque?
Sur quel domaine est ce que sin(x) admet une fonction réciproque?
(1) | a(n+1) | ≤ | an |(2) a(n+1)*an<0 (signe différent)(3) lim an=0Quand ces conditions sont remplies est ce que la série somme(an) converge et comment s'appelle ce critère de convergence
La suite géométrique définie par (a0*r^n) avec (a0, r) ∈ R, converge vers 0
quel est le critère de convergence pour les séries défini par lim | an+1 |/| an |n-> +infini
pour tout x>0 que peut on dire de sin(x) et x
Soient (an) et (bn) deux suites telles que il existe k ∈ N tel que pour tout n≥k, on a 0 ≤ an ≤ bn Alors:si somme(bn) est convergente
si une série de la forme somme(an) converge
Quel est le domaine de définition de arctan(x)?
soit xn une suite bornée et soit zn la suite zn = inf{ xk , k >=n}que peut on dire de zn
pour tout k∈N,p>1 lim n^k / p^nn->+infini
lim √(1 - (1 /n)^2 )n -> infini

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