Repaso Integral 6to

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Reapaso 6to-6

Repaso Integral de 6to – 3ra Parte

 

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Reapaso 6to-4

Repaso Integral de 6to – 2012 – 2da parte

 

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Reapaso 6to-2

Repaso Integral 6to Año – 2012

 

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1 – Sumatoria

Resuelvan:

\displaystyle\sum_{i=1}^3(i^2+2i)=

Dicen que da 26, ¿será?

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2 – Sumatoria

Escriban la sumatoria correspondiente:

k^3+k^5+k^7+k^9=\displaystyle\sum_{....}^{....}..........

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3 – Números combinatorios

Encuentren los valores:

a)  \displaystyle{8 \choose 5}=

b)  \displaystyle{40 \choose 39}=

c)  \displaystyle{m+1 \choose m}=

d)  \displaystyle{0 \choose 0}=

Blog de ayuda del primer bimestre http://roberprof6.blogspot.com/

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4 – Binomio de Newton

Desarrollen usando la fórmula del Binomio de Newton:

  1. (2k+4)^4=
  2. (m^2+p)^3=

Recuerden la fórmula del binomio de Newton:

\displaystyle (a+b)^n=\sum_{i=0}^{n}{n \choose i}a^{n-i}.b^{i}

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5 – Combinaciones, variaciones y permutaciones

¿Qué representan las siguientes fórmulas?

  1. \displaystyle\frac{7!}{3!.4!}=
  2. \displaystyle\frac{10!}{8!}=
  3. 6!=

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6 – Combinaciones

Encuentren en valor de n:

C^n_2+n=55

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