Reflects about a line such that n is the reflection of b and o is the reflection of c. point n is shown on the coordinate plane, but point o is not. the coordinates of point o are ( , )

Answer with explanation:

Coordinates of Point, B is (3,7),and Coordinates of point C is, (6,7).

Now, point B and C are reflected through a line to get , point N and Point O.

While reflection distance of point from Preimage is equal to distance of point from Image.

Line, y=6,is the Line of reflection.

Perpendicular Distance of point , N from Line , y=6 is 1 Unit.

So,Perpendicular, Distance from Point B , to Line, y=6,is equal to 1 Unit.

Similarly, Perpendicular Distance of point , C as well as point O, from Line , y=6 is 1 Unit.

Let , Coordinates of point , N be (x,y) and ,Coordinates of point , O be (p,q).

Joining, BN, Mid point of ,Segment, BN=(3,6)

Mid point of, Segment, CO=(6,6)

Using mid point formula

Coordinates of N=(3,5)

Coordinates of O=(6,5)

it is a reproduction.

step-by-step explanation:

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step-by-step explanation: