Question

10.Reflections can happen across more than just the x or y axis. Another common line of reflection is y=x. The rule forthat reflection is:(x,y) - (y,x)Using the rule, find the reflection of line PQ with points P(-3, 4) and Q(6, 10) overy=xP’ ( , )Q’ ( , )

Answer 1

`\begin{gathered} \\ P^(\prime)(4,-3)andQ^(\prime)(10,6) \end{gathered}`

Step-by-step explanation

Step 1

the rule for the reflection in the line y=x is given by:

`(x,y)\rightarrow(y,x)`

Let

P(-3,4)

Q(6,10)

Step 2

Apply the rule to fin P' and Q

`\begin{gathered} P(-3,4)\rightarrow P^(\prime)(4,-3) \\ Q(6,10)\rightarrow Q^(\prime)(10,6) \end{gathered}`