Question

Не виконуючи побудови, знайдіть координати точок перетину графіка рівняння у – 3х = 6​

Answer 1

Ответ:

вродіби так повинно бути

Answer 2

Finding the Coordinates of the Intersection Points of the Equation -3x = 6

To find the coordinates of the intersection points of the equation -3x = 6, we can solve for the value of x and then substitute it back into the equation to find the corresponding y-coordinate.

Step 1: Solve for x: The equation -3x = 6 can be solved by dividing both sides by -3: -3x / -3 = 6 / -3 x = -2

Step 2: Substitute x back into the equation to find y: Since the given equation is in the form of -3x = 6, it is a linear equation with a constant slope. This means that for any value of x, the corresponding y-coordinate will be the same.

Therefore, when x = -2, the corresponding y-coordinate can be any real number.

Hence, the coordinates of the intersection point of the equation -3x = 6 is (-2, y), where y can be any real number.

Conclusion: The coordinates of the intersection point of the equation -3x = 6 is (-2, y), where y can be any real number.

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