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Question No. 1

In rgb model we simulate the entire visible spectrum by three colors with a limited range. Suppose a light coming from a particular source and is represented as follows.


Light color id = [0.32456, 0.36211, 0.21458]


Surface color is represented with the following rgb values.


Surface color Cs = [0.22456, 0.46211, 0.25458]


You are required to calculate the color combination of this surface from a given light by using piecewise multiplication of the color values. 


id * Cs =?

Question No. 2

Suppose a light source that illuminates the particular surface resulted in by summing up the source and surface color for the contribution of final color. While dealing with saturated color there may be a case for too much contribution to a color. Discuss the strategies for dealing with oversaturated color with the help of an example.


Question No. 3

Given are the points that lie on a plane P,                       




You are required to find the equation of a normal to the plane P.


You are required to submit your solution in MS Word document.

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Replies to This Discussion

First and last question to samajh a gaya 2nd ni a raha

Check wrong or right


Same isi trh hoa hai mera 

but 2nd qstn ki smjh hi nhi arhii 

Please Discuss here about this assignment.Thanks

Our main purpose here discussion not just Solution

We are here with you hands in hands to facilitate your learning and do not appreciate the idea of copying or replicating solutions.

Complete Assignment Solution Check before Submit


confrm kr k bitao  Multiplication of Light color id ,

Surface color Cs , teakh nahi lag rahi  , Q2 mein meri example b same hoi to ? Q3 mein P1 , P2 , P3 ki positions kesay define kari ap na? Please Discuss 

book ma sari examples di hoi hain unhi ko follow kerna hai 

2nd question kis trh kia hai ap ny 

Explain kr skty hain Plzz 

iski example book ma di hoi hai ma nay book say dekh kay kiya

kon sy lecture me sy hai

plane wla lec 21 page nmbr 209 hai 

and baqi lec23 sy hain 

question 3 ko explain  kr dy ko ksy krna h


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