Practice the questions given in the worksheet on reflection in x-axis. The questions are based on how to find the co-ordinates of the image of a point under reflection in x-axis.

**1. Find the reflection of the following in x-axis.**

(i) (-2, -6)

(ii) (1, 7)

(iii) (-3, 1)

(iv) (5, -9)

(v) (2, -2)

**2.** Draw a quadrilateral ABCD where A (1, 1); B (1, 4); C (3, 3) and D (3, 2). Now reflect the quadrilateral in x-axis. Write down the co-ordinates of A'B'C'D'.

**3.** Find the co-ordinates of the following point when
reflected in x-axis.

(i) P (3, 7)

(ii) Q (2, -5)

(iii) R (-3, 1)

(iv) S (-7, -4)

**4.** Draw a triangle ABC on the graph paper whose co-ordinates
are A (-2, 5), B (-3, -1), C (-1, 2) and reflect this triangle in x-axis to
∆A'B'C'. Find the co-ordinates of the vertices of the triangle A'B'C'.

**5.** Draw the image of the line segment AB reflected in x-axis
whose co-ordinates are A (-2, 3) and B (3, 4).

Answers for the worksheet on reflection in x-axis are given below to check the exact answers of the above questions on reflection of a point in the x-axis.

**Answers:**

**1.** (i) (-2, 6)

(ii) (1, -7)

(iii) (-3, -1)

(iv) (5, 9)

(v) (2, 2)

**2.** A' (1, -1); B' (1, -4); C' (3, -3) and D' (3, -2)

**3.** (i) P' (3, -7)

(ii) Q' (2, 5)

(iii) R' (-3, -1)

(iv) S' (-7, 4)

**4.** A' (-2, -5), B' (-3, 1), C' (-1, -2)

**5.** A' (-2, -3) and B' (3, -4)

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