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Finding focal length is an easy and very much-needed ability; follow our simple guide to find all the details of these calculations!

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The image formed on the sensor or film. Typical image sizes (diagonal measurement) are: 3.6, 4.8, 5.8, 6.4, 8.8, 12.8 mm.

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Our lens equation calculator has a straightforward structure; fill in at least three fields in order to acquire results.

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🖼️ Thanks to the focal length, we're able to calculate the angle of view — this variable informs us of the amount of the scene that will be captured. The wider the angle, the more of the scene can be transferred to a sensor, and be visible in the photograph. Thanks to the angle of view option, we don't really need an additional field of view calculator — we have everything ready!

The focal length calculator is a simple tool that facilitates the process of computing the magnification, focal length, and angle of view.

Or ....learn how the concept of focal length is fundamental when we need to calculate parameters like the camera field of view!

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The lens that makes objects appear small will have a small magnification — on the other hand, the lens that magnifies the picture will have a big magnification.

🔍 Thanks to our lens focal length calculator, you may also find the magnification — it allows us to measure how the size of an object changes when transferred to photography.

Focal length describes the distance between the rear principal point and the sensor — in other words, it's the space starting from the center of the lens to the point where the light rays converge in the focal point (to form a sharp picture on a surface of a digital sensor, or 35mm film).

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Still hungry for knowledge? Try our other lens tools, such as the thin lens equation calculator, Lensmaker's equation calculator, or the Snell's law calculator 💎

In the article below, we'll teach you how to find the focal length, discover the lens equation, and talk about a few essential principles of photography and lens choice.

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The focal length of a lens with magnification 0.00553x at 10 m is 55 mm. To find this result, use the following formula:

In order to copy the lens magnification calculator, you'll need the following equation (take a closer look — it may also serve as an image distance formula!):

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Taking a picture of an object from a distance might be challenging — we'll help you find the right focal length to create an image that perfectly fits your camera's sensor size. 📷

The focal length of a lens is the distance at which every light ray incident on the lens converges (ideally) in a single point. By placing your sensor (or film) at the focal length, you obtain the sharpest image possible. Every lens has its own focal length that depends on the manufacturing process.

Don't worry about the low value of the magnification: we are not talking about the zoom but the ratio between the actual height of your subject and the height of it on your sensor: no surprise; it's so small!