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QUIZ

12th
grade

Mathematics

61%

accuracy

55

plays

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3 years

Mathematics

12th

grade

El binomio de Newton

user

55
plays

10 questions

10 questions

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Multiple Choice
Please save your changes before editing any questions.
20 seconds
1 pt
El desarrollo del binomio
$\left(a+b\right)^2$ es:
$a^2+2ab+b^2$
$a^2+ab+b^2$
$a^2+b^2$
No se puede
Multiple Choice
Please save your changes before editing any questions.
20 seconds
1 pt
El desarrollo del binomio
$\left(a+b\right)^3$ es:
$a^3+3a^2b+3ab^2+b^3$
$a^3+3ab^2+3ab+b^3$
$a^3+a^2b+ab^2+b^3$
Ninguno
Multiple Choice
Please save your changes before editing any questions.
20 seconds
1 pt
En la fórmula
$t_{k+1}=\left(_k^n\right)\cdot x^{n-k}\cdot y^k$ termino general del desarrollo del binomio de Newton, donde $t_{k+1}$ respresenta
Lugar del termino buscado
El número de terminos
El coeficiente del termino
Ninguno
Multiple Choice
Please save your changes before editing any questions.
20 seconds
1 pt
En la fórmula
$t_{k+1}=\left(_k^n\right)\cdot x^{n-k}\cdot y^k$ termino general del desarrollo del binomio de Newton, donde $n$ representa
Lugar del termino buscado
El número de terminos
El coeficiente del termino
Exponente del binomio
Multiple Choice
Please save your changes before editing any questions.
20 seconds
1 pt
En la fórmula
$t_{k+1}=\left(_k^n\right)\cdot x^{n-k}\cdot y^k$ termino general del desarrollo del binomio de Newton, donde $x,\ y$ representa
Lugar del termino buscado
El número de terminos
Terminos del binomio
Exponente del binomio
Multiple Choice
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20 seconds
1 pt
El número de terminos del desarrollo del binomio $\left(3x+y^5\right)^{15}$ es:
$15$
$16$
$75$
$2$
Multiple Choice
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20 seconds
1 pt
El número de terminos del desarrollo del binomio $\left(a+b\right)^n$ es:
$n+1$
$n$
$n-1$
$n-k$
Multiple Choice
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20 seconds
1 pt
$1$
$0$
$2$
$n$
Multiple Choice
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20 seconds
1 pt
La propiedad de los números combinatorios de la figura es igual a:
$1$
$n$
$n+1$
$-1$
Multiple Choice
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20 seconds
1 pt
$120$
$60$
$4!$
$240$
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