Question

c2
reflect all of the coordinates from c over the y - axis
and state the new coordinates below.
new x new y
(6,4) (14,6)
(6,0) (12, - 2)

Explanation:

Step1: Recall reflection rule

When reflecting a point \((x,y)\) over the \(y\)-axis, the rule is \((-x,y)\).

Step2: Apply rule to \((6,4)\)

For the point \((6,4)\), using the rule \((-x,y)\), we get \((-6,4)\).

Step3: Apply rule to \((14,6)\)

For the point \((14,6)\), using the rule \((-x,y)\), we get \((-14,6)\).

Step4: Apply rule to \((6,0)\)

For the point \((6,0)\), using the rule \((-x,y)\), we get \((-6,0)\).

Step5: Apply rule to \((12,-2)\)

For the point \((12,-2)\), using the rule \((-x,y)\), we get \((-12,-2)\).

Answer:

New X	New Y
-14	6
-6	0
-12	-2