Effortless Photo Upload: Tips for Sharing Work Online

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Uploading photos of work can be easier than typing equations in LaTeX, but direct uploads from a computer are limited. Users can upload images by selecting the "UPLOAD A FILE" button instead of relying on external sites. Mastering LaTeX is encouraged, as it enhances readability and allows for easier interaction with equations. Clear formatting aids in receiving constructive feedback, as others can quote and edit specific parts. Ultimately, learning LaTeX improves communication and understanding in discussions.
Calpalned
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Sometimes it's easier to upload a photo of my work than to attempt to type up all of the equations using Latex (of which I am still a novice). However, it seems that I can only upload photos from a URL, and not directly from my computer. I upload my photos to ask.fm and use the link from there, but now that site is down. Is there a way around this?
 
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You can attach images to your posts, just select "UPLOAD A FILE" button below the edit field.

But I strongly suggest mastering LaTeX.
 
Borek said:
But I strongly suggest mastering LaTeX.

I agree.

Not to put to fine a point on it, but LaTeX is a lot easier to read that the rotated scribbles that you posted here. Yes, it will take you more time to post something clear than to take a snapshot. But it will take your readers less time to understand it. If you are asking for help, does it not make sense to make it easy for the people trying to help you?
 
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Also, if people want to comment on a specific equation or correct it, they can use our "quote" feature on it, and make a copy and edit it. They can't do that with an equation that's one of several embedded in an image of a whole page of work.

For equations that aren't too complicated, it's OK to use plain text with subscripts and superscripts, and the symbols that are available under the big "sigma" button on the editing toolbar, e.g.

y = x0 + v0t + 0.5at2

t = √(2gh)

etc.
 
Thanks everyone. I figured out how latex works.

## y = x_0 + v_0 t + \frac{1}{2} a t^2 ##
## t = \sqrt{2gh} ##

jtbell said:
y = x0 + v0t + 0.5at2

t = √(2gh)

etc.
 
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