Graphics
Question 1 |
A graphics card has on board memory of 1MB. Which of the following modes can the card not support?
1600 × 400 resolution with 256 colours on a 17 inch monitor | |
1600 × 400 resolution with 16 million colours on a 14 inch monitor | |
800 × 400 resolution with 16 million colours on a 17 inch monitor | |
800 × 800 resolution with 256 colours on a 14 inch monitor |
Question 1 Explanation:
For every option we need to calculate memory.
Option A:
1600×400 = 64000 = 640 KB
256 colours 8 bits = 1 Byte
⇒ 640×1 = 640KB (we have 1MB)
Option B:
1600×400 = 640KB
16 million = 24 bits = 3 bytes
⇒ 640×3 = 1920KB (Not enough)
Option C:
800×400 = 320 KB
16 millions = 3 bytes ⇒ 320×3 = 960 KB (we have 1MB)
Option D:
800×400 = 320 KB
256 colours = 1 Byte ⇒ 320×1 = 320 (we have 1MB)
Option A:
1600×400 = 64000 = 640 KB
256 colours 8 bits = 1 Byte
⇒ 640×1 = 640KB (we have 1MB)
Option B:
1600×400 = 640KB
16 million = 24 bits = 3 bytes
⇒ 640×3 = 1920KB (Not enough)
Option C:
800×400 = 320 KB
16 millions = 3 bytes ⇒ 320×3 = 960 KB (we have 1MB)
Option D:
800×400 = 320 KB
256 colours = 1 Byte ⇒ 320×1 = 320 (we have 1MB)
Question 2 |
Consider a raster system with resolution 640 by 480. What size is frame buffer (in bytes) for this system to store 12 bits per pixel?
450 kilobytes | |
500 Kilobytes | |
350 kilobytes | |
400 kilobytes |
Question 2 Explanation:
8 bits = 1 byte.
A frame-buffer size of the systems are as follows:
= (640 x 480 x 12) bits / 8
= 450KB
A frame-buffer size of the systems are as follows:
= (640 x 480 x 12) bits / 8
= 450KB