A point P (3, 5) is reflected in line y + 4 = 0 to form the image P'. Find the coordinates of P'.
(3, -12)
(3, -11)
(3, -10)
(3, -13)
Here y = -4 acts as the mirror, Using midpoint formula
y+52=−4
⇒ y=−13
Hence P' = (3, -13)
A point P(-4, 5) is reflected in line y = 3 to P'. Find the coordinates of P'.
A point P (3, 5) is reflected in the x - axis and then in the origin. The image P' will be
The points P (4, 1) and Q (-2, 4) are reflected in line y = 3. Find the co-ordinates of P', the imae of P and Q', the image of Q.
A point P (a, b) is reflected in the x-axis to P' (2, 3). Write down the values of a and b. P" is the image of P, reflected in the y-axis. Write down the co-ordinates of P". Find the co-ordinates of P", when P is reflected in the line, parallel to y-axis, such that x = 4.