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Proporcionalidad: Directa e Inversa

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Constante de proporcionalidad y relaciones

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Patty Hellberg
Patty Hellberg
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Proporcionalidad: Directa e Inversa
 

Proporcionalidad: Directa e InversaOnline version

Constante de proporcionalidad y relaciones

by Patty Hellberg
1

En proporcionalidad inversa, al aumentar x, y aumenta también.

2

En proporcionalidad directa, y = kx, donde k es la constante de proporcionalidad.

3

En cualquier relación de proporcionalidad, k es un valor constante que relaciona y y x.

4

En proporcionalidad directa, si x aumenta, y siempre aumenta sin importar k.

5

En una relación de proporcionalidad, la constante k cambia cuando x cambia.

6

En proporcionalidad directa, duplicar x duplica y si k es constante.

7

En proporcionalidad inversa, si x duplica, y duplica también.

8

En ambas relaciones, al cambiar x, y cambia de forma predecible según k.

9

En proporcionalidad directa, y = x/k.

10

Si y = 6 y x = 2, entonces k = 4.

11

En una proporción directa, k = y/x.

12

En una proporción directa, k depende de x.

13

En una proporción inversa, si x se duplica y y se reduce a la mitad, el producto yx sigue siendo constante y k no cambia.

14

En una proporción directa, si y = 12 y x = 3, entonces k = 4.

15

En una proporción directa, si x aumenta manteniendo k, y también aumenta.

16

En inversa, si y aumenta sin cambiar x, k aumenta.

17

En inversa, k = y/x.

18

En una proporción inversa, k = yx.

19

En directa, k = x/y.

 
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