TV Size Calculator
Find the recommended TV size for your viewing distance, or the optimal viewing distance for your TV.
Covers 1080p, 4K, and 8K resolutions.
The TV size vs. viewing distance calculation tells you the optimal screen size for your room — or the optimal seating distance for a TV you already own. Sitting too close causes eye strain; too far loses picture detail.
Formulas: Recommended Viewing Distance = TV Size × Distance Factor Ideal TV Size = Viewing Distance ÷ Distance Factor TV Height × Width from diagonal:
- Width = Diagonal × cos(arctan(9/16)) ≈ Diagonal × 0.872 (for 16:9)
- Height = Diagonal × sin(arctan(9/16)) ≈ Diagonal × 0.490 (for 16:9)
Distance factor by resolution:
- 1080p (Full HD) — 1.5× to 2.5× the screen diagonal
- 4K (Ultra HD) — 1.0× to 1.5× the screen diagonal (can sit closer without seeing pixels)
- 8K — theoretically 0.75× the screen diagonal (marginal benefit in most rooms)
What each variable means:
- TV Diagonal — how TVs are measured: corner to corner, not width. A “65-inch TV” has a 65-inch diagonal.
- Distance Factor — the multiplier applied to diagonal size to get the ideal viewing range. Lower factor = can sit closer.
- Viewing Angle — SMPTE recommends 30° horizontal viewing angle; THX recommends 36°. Wider angles feel more immersive but may require head movement for the sides.
Quick reference table:
| Room/Seating Distance | Recommended 4K TV Size |
|---|---|
| 6 feet (1.8 m) | 48–55 inches |
| 8 feet (2.4 m) | 55–65 inches |
| 10 feet (3.0 m) | 65–75 inches |
| 12 feet (3.7 m) | 75–85 inches |
Worked example: Sofa is 9 feet (108 inches) from the TV wall. You plan to buy a 4K TV. Ideal size = 108 inches ÷ 1.25 (midpoint 4K factor) = 86 inches diagonal — so an 85-inch TV is ideal. Choosing a 65-inch 4K TV at 9 feet: 65 × 1.25 = 81 inches (6.8 ft) — you are sitting slightly farther than ideal, losing some immersiveness but still comfortable.
Height consideration: Mount the TV so the center of the screen is at eye level when seated — typically 42–48 inches from the floor to screen center.