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1CP2-P-9.6 Bitmap sound and compression checkpoint
Part 6 of 6 · 1CP2-P-9 · Bitmap, sound and compression
This checkpoint assesses P-9 only. Show formulae, working and units. Keep pixel dimensions separate from bit size, and sample rate separate from sample interval.
Students will:
- apply bitmap and sound size calculations with working and units
- keep dimensions separate from storage size
- explain sampling and colour-depth effects
- recommend compression from the need for exact reconstruction
Inside: 3 explanation cells, 1 fill-in-the-blanks cell, 3 multiple-choice questions and 6 written answers. 20 marks, about 45 minutes.
Series: 1CP2-P-9 · Bitmap, sound and compression, part 6 of 6.
Shared by Coding PathwayVerified teacher
- 13 cells
- About 45 minutes
- CC BY-SA 4.0
- Shared 17 Aug 2026
Preview
The whole resource, exactly as a class sees it. Answers and marking are held back.
Bitmap, sound and compression checkpoint
This checkpoint assesses P-9 only. Show formulae, working and units. Keep pixel dimensions separate from bit size, and sample rate separate from sample interval.
- depth
- duration
- lossless
How many colours can 6 bits per pixel represent?
- A6
- B12
- C32
- D64
A bitmap is 40 × 30 pixels. Calculate its pixel count and explain why this is not yet its file size.
Give the pixel unit and identify the missing factor.
Students type their answer here.
Calculate the uncompressed size in bits and bytes of a 32 × 16 bitmap using 4-bit colour.
Show both stages.
Students type their answer here.
Explain one quality and one storage effect of increasing bitmap colour depth.
Link more codes per pixel to both outcomes.
Students type their answer here.
Sound representation
The analogue signal is sampled at regular intervals. Each measured amplitude is rounded to one of the levels allowed by bit depth and stored as a binary code.
Describe how analogue sound is converted into a digital representation.
Give the central stages in order.
Students type their answer here.
Calculate the size in bits of 4 seconds of mono sound at 2000 samples/s and 8 bits/sample.
Show the formula and unit.
Students type their answer here.
Which change captures waveform changes more frequently?
- AHigher sample rate
- BHigher bit depth only
- CLonger filename
- DLossless licence
A website must send photographs quickly, and a small visible quality reduction is acceptable. Recommend a compression category and justify it.
Use acceptable loss and transfer size.
Students type their answer here.
Which calculation uses binary storage multiples correctly?
- A8192 bits ÷ 8 = 1024 bytes = 1 KiB
- B8000 bits = 1 KiB
- C1024 bits = 1 KiB
- D1000 bytes = 1 KiB exactly
Route forward
You have completed bitmap, sampled-sound and compression representation. Teachers should now mix these calculations with off-platform examination questions so method and units remain fluent.