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We could decrease x by four, so we'll go from negative two to negative six, and decrease y by four, and we end up at this point right over here.
How to reflect over y =- 4. So we end up at the point, this is x. This video shows two methods of achieving this reflection. The reflection of a point a through the line $y=x+4$ is equivalent to the reflection of a through the line $y=x$ followed by the translation of $4$ units left and $4$.
Learn about reflection rules in math. Graph functions, plot points, visualize algebraic equations, add sliders, animate graphs, and more. So use a method for computing the inverse of a function to find.
In summary, the conversation discussed the task of creating an equation that reflects a given function about a specific line. See this in action and understand why it happens. The correct equation was found to be g.
4 views 2 minutes ago. Explore math with our beautiful, free online graphing calculator. $\begingroup$ reflecting a function along the line y = x is the same as computing the inverse of the function.
Identify the points or vertices of the line or shape. You can use the rule or count towards the reflection. Reflect over the y = x:
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