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Computer Architecture & Organization GNDU PU PTU LPU Ebook Lecture Notes pdf Download|Anand Technical Publishers|Neeraj K Anand -- PARAM ANAND

Click the link below to teach / view the Subject : Computer Architecture & Organization Click Here To View The Chapter Computer Architecture & Organization Lecture Notes for Teachers to Teach at Digital Board. Become a Digital Teacher in Digital World. Computer Architecture & Organization GNDU PU PTU LPU Ebook Lecture Notes pdf Download|Anand Technical Publishers|Neeraj K Anand — PARAM ANAND   Bachelor of Computer Applications (Semester – III) Paper – I: Computer Architecture Time: 3 Hours M. Marks: 75 Note: 1. In theory eight questions are to be set in all. The candidates are re quired to attempt five of them. All questions are to be of equal marks. The maximum marks of the paper is 75. 2. The student can use only Non – programmable & Non – storage type Calculator. UNIT – I Inform ation Representation : Register Transfer, Various Registers, Implementing Common Bus Using Multiplexers: Logical; Arithmetic & Shift Micro – operations. Basic Computer Desi

GNDU PU PTU LPU Computer Graphics Ebook Lecture Notes pdf Download|Anand Technical Publishers|Neeraj K Anand -- PARAM ANAND

Click the link below to teach / view the Subject : Computer Graphics Click Here To View The Chapter Computer Graphics Lecture Notes for Teachers to Teach at Digital Board. Become a Digital Teacher in Digital World. GNDU PU PTU LPU Computer Graphics Ebook Lecture Notes pdf Download|Anand Technical Publishers|Neeraj K Anand — PARAM ANAND Syllabus : GNDU Course Name: Computer Graphics Bachelor of Computer Applications (Semester – VI) UNIT – I 1. Overview of Graphics system: Computer Graphics and their applications. 2. Display Devices: CRT Monitors (Random – Scan and Raster Scan, DVST, Plasma – Panel Display, LED and LCD Monitors. 3. Graphics Software. UNIT – II 4. Elementary Drawing: Points and various line drawing Algorithms and their comparisons. Circle generating algorithms, Algorithms for ellipse, arc and spiral 5. Two Dimensional Transformations: Basic Transformations, Scaling, Translation, Rotation, Reflection, Shear, Matrix representation of Basic transformations and homogenous coo