Question
The value of c in the standard form of the quadratic function y equals ax squared plus BX + c is the graph has a point at -4, 6 another point at 0, 6
Answers
GPT-4o mini
Given the quadratic function in standard form \( y = ax^2 + bx + c \), you have two points: \((-4, 6)\) and \((0, 6)\).
From the second point \((0, 6)\), we can conclude that the value of \(c\) is 6 because when \(x = 0\), the output \(y\) will be equal to the constant term \(c\).
So, the value of \(c\) is:
\[
c = 6
\]
From the second point \((0, 6)\), we can conclude that the value of \(c\) is 6 because when \(x = 0\), the output \(y\) will be equal to the constant term \(c\).
So, the value of \(c\) is:
\[
c = 6
\]