Desarrollo del pensamiento

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Mathematics

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12th Grade

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Easy

Ricardo Bermejo

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0 Slides • 4 Questions

Multiple Choice

Encontrar el valor de la unidad imaginaria i34. Teniendo en cuenta que $i^1$ = i, $i^2$ = -1, $i^3$ = -i y $i^4$ =1

-1

-i

Multiple Choice

Dados los números complejos Z1= 56+4i y Z2=4+8i. Calcular Z1+Z2

60+13i

12(5+i)

5(12+i)

68i

Multiple Choice

Dados los números Z1=3+6i y Z2=2+3i. Calcular Z1.Z2

9(5+24i)

24+21i

6-10i

-12+21i

Multiple Choice

Calcular la multiplicación entre $Z1=-\frac{3}{5}+\frac{1}{2}i$ y $Z=-\frac{1}{3}-\frac{7}{4}i$

$\frac{43}{40}+\frac{53}{60}i$

$6+\frac{6}{5}i$

$\frac{53}{60}i$

$\text{-}-\frac{1}{5}+\frac{60}{53}i$

Encontrar el valor de la unidad imaginaria i34. Teniendo en cuenta que $i^1$ = i, $i^2$ = -1, $i^3$ = -i y $i^4$ =1

-1

-i

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