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(Mates II) Test++

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(Mates II) Test++

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About this activity

extensión del primer test de 2 parcial matess

Created by

Andre Elena Martínez
Andre Elena Martínez
Spain

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(Mates II) Test++
 

(Mates II) Test++Online version

extensión del primer test de 2 parcial matess

by Andre Elena Martínez
1

La ecuación...

2

La determinación principal de .....es...

3

¿Es equilátero el triángulo de vértices 0,z,z *w, para ..... y z un número complejo distinto de cero?

4

La función de Euler, z: R —>C, z (t) = e^it, verifica:

5

Sea z un número complejo distinto de cero y tal que z, z^2 representa dos vectores perpendiculares del plano complejo, entonces:

6

Sea z un número complejo distinto de cero que verifica Im z = I'm z^2 ≠ 0 entonces:

7

La función real ... tiene en el origen:

8

La función real ... tiene en el origen:

9

La expresión... verifica....

10

La expresión....

11

La expresión....

12

Si ρ=ρ(α), α ∈ [0, π], es una curva dada en coordenadas polares, y S el área de la región plana situada sobre el eje X y limitada por la citada curva; entonces:

13

Si f es una función real derivable, D = d/dx es el operador derivada, α es un número real y n un número natural. Entonces, son ciertas todas las operaciones que marco a continuación:

 
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