Respuesta :
In this question, the line is perpendicular to the y=x3−1.
I will assume that the y=x3−1 is y=x/3−1 because x^3 wouldn't have a perpendicular line. In this case, the perpendicular line should have a function of y=-1/(1/3)x + C
y=-3x+C
If you put the coordinate of (4, 2) into the function, then it would be:
y=-3x+C
2= -3(4)+C
C= 2+12=14
The function would be y=-3x+14
I will assume that the y=x3−1 is y=x/3−1 because x^3 wouldn't have a perpendicular line. In this case, the perpendicular line should have a function of y=-1/(1/3)x + C
y=-3x+C
If you put the coordinate of (4, 2) into the function, then it would be:
y=-3x+C
2= -3(4)+C
C= 2+12=14
The function would be y=-3x+14
Answer:
y = -3x + 14
Step-by-step explanation:
Just took the quiz. Don't forget the negative!!!
