Question

Allre segment with endpoints R (3,5) and (5,5) is reflected across the line y=-x and translated 2 units down Determine whether each cholce is the Image of an endpoint of the line segment Select Yes or No for A-C. No AR(-5,-3) Yes VA BR'(-5,-5) No BE Yes No CS(-5, -7)

Answer 1

To solve this problem we can grph the dot and the replection line so:

So the reflecton will change the sign of component x and y of the points so the tranformation will be:

`\begin{gathered} (3,5)\to(-3,-5) \\ (5,5)\to(-5,-5) \end{gathered}`

now if we translate the point 2 units doun we have to rest 2 units to the y component so:

`\begin{gathered} (-3,-5)\to(-3,-7) \\ (-5,-5)\to(-5,-7) \end{gathered}`