Computer Graphics - Graphics Operations

16:  
Find the incorrect statement(s).
A.
 A perspective projection produces realistic views.
B.

A parallel projection gives realistic representation of 3-D objects.

C.
A perspective projection preserves realistic dimensions.
D.

Both (b) & (c)

 
 

Option: D

Explanation :

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17:  
Consider the three points, A(3, 6,4); B(2, 5, 5); C(O, 3, 7) and the view point V(l, 4,6).
Choose the correct option(s).
A.
C hides A and B, if viewed from V
B.
C hides A but not B, if viewed from V 
C.
 A hides B but not C, if viewed from V
 
D.

 B hides A but not C, if viewed from V

 
 

Option: D

Explanation :

The equation of the line joining V and A is given by x = t + 3; y = t + 6; z = 4 - t. Since Band C satisfy this, all the four points are collinear. We can find that t = 0 for A, t = -1 for B, t = -2 for V and t = -3 for C. From these values it is clear that these points lie in the order C, V, B, A. Hence  the answer

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18:  
The people of the planet Mars designed a scale for measuring the temperature in which water freezes at 100 units and boils at 250 units. The people of Jupiter designed a scale in which water freezes at 75 units and boils at 300 units.The two scales coincide at
A.

 130

B.

165 

C.

150 

D.

170

 
 

Option: C

Explanation :

We have to find the temperature that is same in Mars and Jupiter. Put M = J in the equation
(M -100) x 225/150 = J -75 and solve to get 150

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19:  
Which of the following curves are symmetric about the line x = y?
A.

 1 + x + y = 0 

B.

| x | +  | y | = 9

C.

 y=x3

D.

Both (a) & (b)

 
 

Option: D

Explanation :

lf the equation of the curve is unaltered, if x is replaced by y and y by x, then the curve will be symmetric about the line x = y.

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20:  
A line connecting the points (1, 1) and (5,3) is to be drawn, using the DDA algorithm. Find the value of x and y increments.
A.
 x-increment = 1 ; y-increment = 1 
B.
 x-increment = 0.5; y-increment = 1
C.

x-increment = 1 ; y-increment = 0.5 

D.

none of the above

 
 

Option: C

Explanation :

x - increment =  x2 -x1 / max ((x2 -x1), (y2 - y1))
y - increment = y2 -y1 / max ((x2 -x1), (y2 - yl))

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