a) Explain in brief the various 2-D geometric transformations. (10) b…

Question

a) Explain in brief the various 2-D geometric transformations. (10)

b) Apply reflection transformation on the diamond shaped polygon whose vertices are A(-1, 0), B(0, -2), C(1, 0) and D(0, 2) about

i. The horizontal line y = 2

ii. The vertical line x = 2 (10)

Related pages

• Basic 2D Transformations - Rotation, Reflection and Shearing — topic
• Computer Graphics syllabus

More PYQs on Basic 2D Transformations - Rotation, Reflection and Shearing

• (a) Consider the line $L$ and triangle $ABC$. The equation of line $L$ is $y = 1/2 (x + 4)$ and $A(2, 4)$, $B(4, 6)$, $C(2, 6)$. Reflect the triangle about $L$.
• (b) Perform counterclockwise $60$ degree rotation for triangle $A(2, 3)$, $B(5, 5)$, $C(4, 3)$ and about point $(1, 1)$.
• Find out the coordinates of a figure bounded by (0,0),(1,5),(6,3),(-3,-4) when reflected along the line whose equation is y=2x+4 and sheared by 2 units in x di…
• a) A triangle is defined by the vertices A(1,1), B(5,1) and C(1,5) . Find the reflection of the triangle about a line y=2x+10 , which has been magnified to twi…