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Evaluación Números Complejos

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Evaluación Números Complejos

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Prueba de evaluación escrita del tema Números Complejos

Created by

Giordano Lorenzi
Giordano Lorenzi
Uruguay

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Evaluación Números Complejos
 

Evaluación Números ComplejosOnline version

Prueba de evaluación escrita del tema Números Complejos

by Giordano Lorenzi
1

El valor de 3ⅈ^5+ⅈ-(i^2+i^7 ) es :

2

Los números reales x e y que satisfacen la igualdad : 3(x+2)+2yⅈ-xⅈ+3y=9+5ⅈ son respectivamente:

3

Al desarrollar el producto (2-(3-2ⅈ))(2-(3+2ⅈ)) se obtiene por resultado:

4

El valor de x para que el desarrollo de (16-xⅈ)^2

5

¿Cuántas unidades imaginarias totales resultan del desarrollo de i^3 [(-2ⅈ)^3:ⅈ^8 ]-1 ?

6

Al reducir la expresión (-5+ⅈ)(1+ⅈ)/(3-ⅈ)+ⅈ a su forma binomial, se obtiene:

7

La siguiente operación de números complejos (2ⅈ+3)^3+(3ⅈ-1)(2-ⅈ)+9 tiene por resultado

8

Si z=3-2ⅈ , s =3ⅈ , t =1+ⅈ , el valor de z⋅s + t es:

9

El valor de ⅈ(1-ⅈ)(1+ⅈ) es :

10

Si z=1+ⅈ , t=1-ⅈ , luego z/t es :

11

Si z=a+bⅈ , entonces la suma entre el conjugado y el inverso aditivo de z es :

12

Si z=a+bⅈ , entonces la suma entre el conjugado y el inverso aditivo de z es :

13

Considera z=4-3ⅈ y t=a+bⅈ, con t≠0. Si z/t=8-6ⅈ , entonces la suma de la parte real con la parte imaginaria de ambos complejos es:

 
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