Question

Проходит ли график функции y=6x через точки:A(-2;12); В(-3;-18)

Answer 1

Ответ:

у=6х

12=6*(-2)

12 не =-12

точка А не принадлежит графику

-18=6*(-3)

-18=-18

точка В принадлежит

Answer 2

To determine if the graph of the function y = 6x passes through the points A(-2, 12) and B(-3, -18), we can substitute the x and y values of each point into the equation and check if the equation holds true for both points.

Let's start with point A(-2, 12): x = -2 y = 12

Substituting these values into the equation y = 6x: 12 = 6(-2) 12 = -12

The equation is not satisfied, as -12 does not equal 12. Therefore, the graph of y = 6x does not pass through point A(-2, 12).

Now, let's check point B(-3, -18): x = -3 y = -18

Substituting these values into the equation y = 6x: -18 = 6(-3) -18 = -18

The equation is satisfied, as -18 equals -18. Therefore, the graph of y = 6x does pass through point B(-3, -18).

In summary, the graph of the function y = 6x passes through point B(-3, -18), but it does not pass through point A(-2, 12).