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Community Bot
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This is easy math, fortunately. 28mm is 1/6th larger than 24mm, and correspondingly, your selfie taken from the same position will be 1/6th wider. If you stay in the center of the frame, you gain an additional 1/12th on each side, or, expressed another way, about 8% more on each side.

For more, see How can I visualize or simulate the effect of different focal lengths?How can I visualize or simulate the effect of different focal lengths?

This is easy math, fortunately. 28mm is 1/6th larger than 24mm, and correspondingly, your selfie taken from the same position will be 1/6th wider. If you stay in the center of the frame, you gain an additional 1/12th on each side, or, expressed another way, about 8% more on each side.

For more, see How can I visualize or simulate the effect of different focal lengths?

This is easy math, fortunately. 28mm is 1/6th larger than 24mm, and correspondingly, your selfie taken from the same position will be 1/6th wider. If you stay in the center of the frame, you gain an additional 1/12th on each side, or, expressed another way, about 8% more on each side.

For more, see How can I visualize or simulate the effect of different focal lengths?

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mattdm
mattdm
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This is easy math, fortunately. 28mm is 1/6th larger than 24mm, and correspondingly, your selfie taken from the same position will be 1/6th wider. If you stay in the center of the frame, you gain an additional 1/12th on each side, or, expressed another way, about 8% more on each side.

For more, see How can I visualize or simulate the effect of different focal lengths?