Which of the following ordered pairs is part of the solution set for the equation y=3x^2−4?
To find the solution set for the equation y=3x^2−4, we can substitute the values of x from the given ordered pairs into the equation and check if it satisfies the equation.
a) (1, -1):
If x=1, then y=3(1)^2−4=3−4=-1, which satisfies the equation.
b) (0, -4):
If x=0, then y=3(0)^2−4=0−4=-4, which satisfies the equation.
c) (-2, 4):
If x=-2, then y=3(-2)^2−4=3(4)−4=12−4=8, which does not satisfy the equation.
Therefore, the ordered pairs (1, -1) and (0, -4) are part of the solution set for the equation y=3x^2−4.