How many meters away from the screen is a 150-inch projector usually located?

The general distance from the curtain is 4.50m-9.56m. This distance is actually related to the user's viewing comfort, because the height of the screen will also affect the viewing experience. Generally, the center of the visible screen is at the same height as the eyes or the lower 1/3 of the visible screen is at the same height as the eyes, and the lower edge of the curtain It is best to be within half a meter of the ground. Projection screen width formula: screen width (meters) = screen size (inches) x0.0254 meters/inch x0.8. Calculation formula for curtain length: screen height (meters) = screen size (inches) x0.0254 meters/inch x0.6 and so on.

# Operating system for this tutorial: Windows 10 system, Dell G3 computer.

The 150-inch projector is generally 4.50m-9.56m away from the screen. The data on the projection distance required to project a 150-inch 16:9 projection is: 450cm-956cm. This distance is actually related to the user's viewing comfort, that is, at what position, the eyes will be more comfortable. Because the height of the screen will also affect the viewing experience. Generally, the center of the visible screen is at the same height as the eyes or the lower 1/3 of the visible screen is at the same height as the eyes. The distance between the lower edge of the curtain and the ground is preferably within half a meter.

Notes:

1. When choosing a projection screen, you must understand the projection distance of the projector in order to better determine the size of the projection screen.

2. There should be a reserved space for the projector's screen. If conditions permit, the larger the screen size, the better.

3. The display size is definitely not bigger, the better, it has a lot to do with the viewing distance.

4. Projection screen width formula: screen width (meters) = screen size (inches) x0.0254 meters/inch x0.8 = screen size: 50. Calculation formula for curtain length: screen height (meters) = screen size (inches) x0.0254 meters/inch x0.6 = screen size = 66.

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