![]() Perhaps there is an affordance to do this in a stepwise fashion. #BEST EQUATION EDITOR FOR MAC HOW TO#Some of us with sight loss know how to write out the equation. I would also look at using the Apple Pencil to write in equations and have them translated to a usable form on iPad. If this is laid out in a concise way, there could be some type of NLP interface that would allow someone to dictate the formula. There is a part of this program that would definitely benefit from having someone who knows the linguistics of math or science to develop the vocabulary which would dictate how VoiceOver would speak the equation. VoiceOver should be able to handle exponents with the terms like, "to the power of ~" and subscripts with the term "sub ~". ![]() If I hear divided by WV, I would know W is to be multiplied by V and that WV is its own term. If VoiceOver says, "Times V, my expectation is that the fraction T minus D over W is to be multiplied by V. The next part of the equation becomes tricky. In the case where the term "D over W" is to be subtracted from T, VoiceOver would have to distinguish this by saying, "V equals T minus the fraction D over W…". Where T minus D is all over W, I would like to hear VoiceOver say something like: "P sub s equals the quantity T minus D over W……. Inspecting by character could reveal brackets or parens. This lets me know the terms of the quantity are self-contained. #BEST EQUATION EDITOR FOR MAC PLUS#For example, the quantity X squared minus 1 times the quantity X squared plus 1. I have found it helpful to use the term, "the quantity" to describe what is in brackets. Question: In this formula, is the quantity T minus D to be divided by W or, is D over W to be subtracted from T? (This is a formula for measuring energy states in jet fighters.) Ps = T-D/W*V: Read aloud as: P sub s equals T minus D over W times V. ![]() Is there a way to communicate the spatial relationship of f over lambda relative to V? ![]() V = f/ᴧ: read aloud as V equals f over lambda. C squared is its own coefficient and a fairly easy one to grasp.įor more complex equations, we start running into issues: This is an easy one as it all fits on one line. I would love the ability to move past each of the coefficients and know where in the equation it is relative to the other coefficients. One of the big drawbacks to reading in-line ASCII equations is not hearing how the equation is supposed to sound when read aloud.Į = MC^2 should be read as e equals mc squared. I've given this problem some careful thought over the past few years. ![]()
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