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The graph of a proportional relationship passes (13, 26). What other point must the graph pass through? plz explain and show your work.

A. ( 8, 32)
B. ( 33, 11)
C. (5, 10 )
D. ( 24, 12)

Respuesta :

wegnerkolmp2741o

Answer:

C. (5, 10 )

Step-by-step explanation:

The proportional relationship has the form

y= kx

26 = k*13

Divide by 13

26/13 = k 13/13

2 =k

y=2x

Y must be twice x

The only y that is twice x is c

5*2 = 10

MrGumby

Answer:

The proportional relationship would be y = 2x and another point would be C. (5, 10)

Step-by-step explanation:

In order to find this, use the proportional relationship equation.

y = kx

Now input the values given at the beginning.

26 = k(13)

And solve for k

2 = k

Now we can model the equation.

y = 2x

And then we can check for which other values it would work with. C is the answer.

10 = (2)(5)

10 = 10

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