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Addition And Subtraction Of Radicals.pdf

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👤 Author: Jon Blakely
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Summary

Sección 8.3: Adición y Sustracción de Radicales

En esta sección se aprende a sumar y restar radicales. La adición y sustracción de radicales se realiza de la misma manera que con polinomios, combinando "radicales semejantes".

Definición: Radicales Semejantes

Dos radicales son semejantes si tienen el mismo índice y el mismo radicando. Es decir, si todo después del coeficiente es exactamente lo mismo, entonces los radicales son semejantes.

Para combinar radicales semejantes, solo se suman o restan los coeficientes, al igual que con polinomios.

Ejemplos:

a. y√12 + y√3 = y(√12 + √3) = y√15

b. √75 - √18 = √(253) - √(92) = 5√3 - 3√2 (no se pueden combinar)

c. √98 - √32 = √(492) - √(162) = 7√2 - 4√2 = 3√2

d. √24 + √81 - √24 = √(46) + √(99) - √(4*6) = 2√6 + 9 - 2√6 = 9

Ejercicios:

1. √2 + √5
2. √8 + √5
3. √15 - √9
...

Hasta el ejercicio 50.

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Description

Sección 8.3: Adición y Sustracción de Radicales

En esta sección se aprende a sumar y restar radicales.

Technical Information

  • File Format: PDF
  • File Size: 126 KB
  • Pages: 2
  • Language: ES
  • Author: Jon Blakely
  • Total Downloads: 165
  • Last Updated: 4 weeks ago

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