Megapixels
24 MP
Aspect ratio: 3:2
JPEG
12MB
RAW
36MB
TIFF
72MB
Detailed Guide Coming Soon
We're working on a comprehensive educational guide for the Megapixel Calculator. Check back soon for step-by-step explanations, formulas, real-world examples, and expert tips.
The Megapixel Calculator converts between pixel dimensions, total megapixel count, and file size, helping photographers understand the relationship between sensor resolution, image dimensions, and storage requirements. A megapixel is one million pixels; a 24-megapixel sensor captures images with approximately 24 million individual photosites arranged in a rectangular grid. The sensor's megapixel count is the product of its horizontal and vertical pixel dimensions — for example, 6000 × 4000 = 24,000,000 pixels = 24 MP. Understanding megapixels is important for several practical reasons: choosing the right camera for intended output sizes (print, web, billboard), calculating storage and backup requirements, estimating memory card capacity for a given shoot, understanding file sizes for delivery and archiving, and comparing cameras across manufacturer specifications. However, megapixels are not the only measure of image quality — sensor size, pixel pitch, dynamic range, color depth, and lens sharpness all contribute. A 12 MP full-frame sensor often outperforms a 48 MP small-sensor smartphone in low light and dynamic range, even though the smartphone has four times the pixel count. File size depends on both megapixel count and bit depth: an 8-bit JPEG at maximum quality might be 6–12 MB, while a 16-bit TIFF of the same image occupies 140+ MB. RAW files occupy 12–16 bits per pixel before compression, resulting in 20–80 MB files depending on the camera. This calculator provides all the conversions needed to plan storage, memory, and delivery workflows.
Megapixels = (Width px × Height px) / 1,000,000 Uncompressed File Size (bytes) = Width × Height × (Bit Depth / 8) × Channels File Size (MB) = Width × Height × (Bit Depth / 8) × Channels / 1,048,576 Compressed File Size ≈ Uncompressed × Compression Ratio (JPEG ~1:10, RAW ~1:4, TIFF ~1:1) Memory Card Capacity (shots) = Card Size (MB) / Average File Size (MB)
- 1Step 1: Identify the pixel dimensions of your image from camera specs or EXIF data.
- 2Step 2: Multiply width × height to get total pixels, then divide by 1,000,000 for megapixels.
- 3Step 3: For file size, multiply width × height × (bit depth/8) × channels to get bytes.
- 4Step 4: Convert to MB by dividing by 1,048,576 (1 MB = 1024 × 1024 bytes).
- 5Step 5: Apply compression factor: JPEG at quality 90 ≈ 1/10 of uncompressed; RAW ≈ 1/3–1/4; TIFF LZW ≈ 1/2.
- 6Step 6: Estimate memory card shots: card_size_MB / avg_file_size_MB.
9504 × 6336 = 60,228,864 ≈ 61.2 MP. Uncompressed 14-bit: 9504 × 6336 × 1.75 bytes = 105 MB. Sony's compressed RAW reduces this to ~55 MB.
1080 × 1350 = 1,458,000 ≈ 1.46 MP. Uncompressed RGB 8-bit = 4.37 MB. JPEG at quality 85 compresses to ~1 MB, typical for social media optimization.
64 GB = 65,536 MB. 65,536 / 8 MB per JPEG = 8,192 images. A wedding photographer shooting all day has ample capacity with a 64 GB card.
8000 × 6000 × 2 bytes × 3 channels = 288,000,000 bytes = 274.7 MB. Fine-art retouching requires 16-bit to avoid banding in smooth gradients when making heavy tonal adjustments.
Professionals in engineering and electrical use Megapixel Calc as part of their standard analytical workflow to verify calculations, reduce arithmetic errors, and produce consistent results that can be documented, audited, and shared with colleagues, clients, or regulatory bodies for compliance purposes.
University professors and instructors incorporate Megapixel Calc into course materials, homework assignments, and exam preparation resources, allowing students to check manual calculations, build intuition about input-output relationships, and focus on conceptual understanding rather than arithmetic.
Consultants and advisors use Megapixel Calc to quickly model different scenarios during client meetings, enabling real-time exploration of what-if questions that would otherwise require returning to the office for detailed spreadsheet-based analysis and reporting.
Individual users rely on Megapixel Calc for personal planning decisions — comparing options, verifying quotes received from service providers, checking third-party calculations, and building confidence that the numbers behind an important decision have been computed correctly and consistently.
Extreme input values
In practice, this edge case requires careful consideration because standard assumptions may not hold. When encountering this scenario in megapixel calculator calculations, practitioners should verify boundary conditions, check for division-by-zero risks, and consider whether the model's assumptions remain valid under these extreme conditions.
Assumption violations
In practice, this edge case requires careful consideration because standard assumptions may not hold. When encountering this scenario in megapixel calculator calculations, practitioners should verify boundary conditions, check for division-by-zero risks, and consider whether the model's assumptions remain valid under these extreme conditions.
Rounding and precision effects
In practice, this edge case requires careful consideration because standard assumptions may not hold. When encountering this scenario in megapixel calculator calculations, practitioners should verify boundary conditions, check for division-by-zero risks, and consider whether the model's assumptions remain valid under these extreme conditions.
| Camera / System | Megapixels | RAW Size | JPEG (Large/Fine) | 16-bit TIFF |
|---|---|---|---|---|
| iPhone 15 Pro (Main) | 48 MP | ~75 MB (ProRAW) | ~8 MB | ~274 MB |
| Sony A6700 (APS-C) | 26 MP | ~33 MB | ~10 MB | ~149 MB |
| Nikon Z6 III (FF) | 24 MP | ~28 MB | ~8 MB | ~137 MB |
| Canon EOS R5 (FF) | 45 MP | ~45 MB | ~12 MB | ~257 MB |
| Sony A7R V (FF) | 61 MP | ~55 MB | ~15 MB | ~349 MB |
| Fujifilm GFX 100 II (MF) | 102 MP | ~200 MB | ~25 MB | ~583 MB |
| Phase One IQ4 (MF) | 150 MP | ~300 MB | ~35 MB | ~858 MB |
Do more megapixels always mean better image quality?
No. Megapixels determine maximum resolution and print size potential, but overall image quality depends equally on sensor size (larger sensors collect more light per pixel), lens optical quality, pixel pitch (larger pixels have better signal-to-noise ratio), dynamic range (stops of tonal information captured), color science, and in-camera or RAW processing. A 12 MP medium-format sensor routinely outperforms a 48 MP 1/2.3-inch sensor in nearly every practical quality metric.
What is the difference between a RAW file and a JPEG in terms of megapixels?
A RAW file and JPEG from the same camera have identical pixel counts (same megapixels). The difference is in how the pixel data is stored: a RAW file preserves the full bit depth (12 or 14 bits per pixel) from the sensor before any in-camera processing, while a JPEG applies white balance, sharpening, noise reduction, and compression (lossy) in-camera. RAW files are much larger but retain more editing headroom; JPEGs are smaller and more immediately shareable but with reduced post-processing latitude.
How many megapixels do I need for social media?
Social media platforms compress and downsample images aggressively: Instagram's maximum resolution is 1080×1350 px (portrait) = 1.46 MP; Facebook displays at up to 2048 px wide; Twitter/X at 1200×675 px. Any camera above 3 MP produces images that exceed social media requirements. What matters more for social media is lens sharpness, good exposure, and pre-export sharpening optimized for the platform's compression algorithm.
What is the relationship between sensor size and megapixels?
Sensor size determines the physical area available for pixels, which sets the maximum useful megapixel count before pixel pitch becomes so small that noise and diffraction limit performance. Full-frame sensors (36×24mm) can use 60–100 MP usefully; APS-C sensors top out practically around 26–33 MP; Micro Four Thirds around 20–25 MP. Packing more pixels than the optics and sensor physics support produces diminishing returns.
How does megapixel count affect video resolution?
For video, camera manufacturers select a portion of the total sensor area to produce specific video resolutions: 4K (3840×2160 = 8.3 MP), 6K (6144×3456 = 21.2 MP), 8K (7680×4320 = 33.2 MP). A camera with 45 MP stills capability might offer 8K video, a 24 MP camera typically offers 4K. Many cameras oversample (use more sensor pixels than the video output) for sharper, less moiré-prone video.
What is pixel binning and how does it relate to megapixels?
Pixel binning combines information from multiple adjacent pixels into a single output pixel, reducing resolution but improving low-light sensitivity and signal-to-noise ratio. A 48 MP smartphone sensor may bin 4 pixels into 1 by default, producing 12 MP output with significantly better low-light performance than 48 MP mode. Many cameras and smartphones offer both binned (brighter but lower res) and full-resolution modes, giving users the choice based on shooting conditions.
How much storage does a professional photography workflow require?
A professional photographer shooting 500 RAW files per event at 40 MB each generates 20 GB per shoot. With culling and editing producing 100 selected images at 80 MB (16-bit TIFF for retouching), plus final delivery JPEGs, expect 25–30 GB per project. Annual storage for an active wedding or commercial photographer shooting 50+ events: 1–2 TB per year for primary storage, plus equal capacity for backup (3-2-1 rule: 3 copies, 2 locations, 1 off-site).
Pro Tip
When estimating memory card needs for a shoot, always calculate based on the largest files you'll produce (RAW + JPEG simultaneous capture) and leave 20% buffer space on the card for performance and safety. Memory card data corruption occurs more frequently when cards are completely full.
Did you know?
The highest-resolution digital camera ever created was the Rubin Observatory (formerly LSST) camera with 3,200 megapixels (3.2 gigapixels) across 189 individual sensors. It will image the entire southern sky every few nights to detect transient astronomical events, generating 15 terabytes of data per night.