To find the y axis intercept, you substitute into the equation and solve for y.
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To find the y axis intercept, you substitute into the equation and solve for y.
To determine if the given statement is true, consider the equation of the parabola . The y-intercept occurs where the parabola crosses the y-axis, which is at .
Step 1: Substitute into the equation:
Step 2: Calculate the y-intercept:
The y-intercept of the parabola is .
Conclusion: The statement "To find the y-axis intercept, you substitute into the equation and solve for " is indeed True, as applying this method correctly determined the y-intercept for the given form of a parabola. Therefore, the answer to the problem is True.
True
Find the intersection of the function
\( y=(x-2)^2 \)
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