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DESARROLLO DE LOS EJERCICIOS O TAREAS ASIGNADAS:
Estudiante
Nombres de las propiedades
1.
Propiedad asociativa respecto a la suma y multiplicación en los números reales.
Ejemplo en editor de ecuaciones
En la suma (a+b)+c = a(b+c)
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5.
Nos dice que se suma de dos números naturales es otro numero natural
Si 4 +6 =10 y 5+5 entonces 4+6= 5+5
Propiedad conmutativa respecto a la suma y multiplicación en los números reales.
Suma
Propiedad que al cambiar el orden de los termino permanecen invariable el resultado.
3+8= 8+3
4.3=3.4
3x2y=2y+3x
xy.5=5.xy
6. Propiedad aditiva en los números reales.
multiplicación
a+b = b+a
En la suma
Lo que se sume o reste a un lado de la igualdad A+(-a)=0 debe ser sumado y restado mal otro lado de la igualdad. -3+(-3) =0 -5+5=0
Suma
a.b=b.a
multiplicación
3 = 3 = 1 5
3
=15/15=1
multiplicación
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10. Propiedad cancelativa en los números reales. Se aplica cuando tiene números iguales con signos distintos.
+2+3-1-3+1+5-2-1 5-1=4 Se va cancelando todos los números repetidos tanto negativos como positivos Nos queda el 5 y l ya que no tienen pareja igual
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-4 - 3
-2
-1
3. Resuelve la siguiente expresión:
_(2 -6- 7 + 2) 3 - 4
8 ( 4 ) 2
= (0,04 384 ) 0,48 7776 + 729 -4 ( 384)
(7776)-(-729)-4+
0
1
2
3
4
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x =154 días
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25,8
Km * .000 * ℎ = 81.36 h ( ) (3.00)
La rapidez de una mosca: 67 Km/h 3.6
* 000 * ℎ =4 m/s ℎ ( ) (3.00)
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3. Luis mide 1’66m y pesa 89kg. Expresa su estatura en cm y mm y su peso en dag y g.
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CONCLUSIONES
Conocer y reforzar reforzar conocimientos sobre temas matemático. Conocer los conceptos y fórmulas de los sistemas de numeración y aprender a realizar diferentes ejercicios en base a estas fórmulas. Adquirir destreza en resolver problemas de asimétrica y analítica. También enriquecer más nuestros conocimientos.
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