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Are trig tables supposed to be intuitive, or does everyone

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Thread images: 3

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Are trig tables supposed to be intuitive, or does everyone just memorize them?
>>
what's a trig table, just standard trig function values?

x 0 30 45 60 90
sinx sqrt(0)/2 sqrt(1)/2 sqrt(2)/2 sqrt(3)/2 sqrt(4)/2
cosx sqrt(4)/2 sqrt(3)/2 sqrt(2)/2 sqrt(1)/2 sqrt(0)/2
>>
The only shit you need to memorize it's what's on the unit circle. Or really just one quadrant of the unit circle, since you can just flip the appropriate signs for their multiples.
>>
>>8949832
Just solve the first three or four elements of the taylor series if you don't have a calculator to do it for you ffs
>>
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>>8949832
its not that much to memorize really, i remember doing this years ago (i'm in Med school now).

There are 3 different values for each of the 16 possible places on the unit circle.

That's 48 total values to memorize, not that much honestly.
>>
>>8949832
>trig tables

Have I walked into the 17th century or something?
>>
>>8949901
Fuck, I still don't know this from memory. Always had it in my graphing calculator during high school and after that I barely ever needed it.
>>
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>>
just do rational trig instead. WAY more intuitive
>>
>>8949925
>48 total values to memorize
see
>>8949928

It's literally just counting from 1 to 4.
[math]\frac{\sqrt{1}}{2}, \frac{\sqrt{2}}{2}, \frac{\sqrt{3}}{2}, \frac{\sqrt{4}}{2}[/math]
>>
>>8949832
All you need is the unit circle, sum and difference formula, and half angle really. You can approximate anything else accurately enough.
>>
>>8949832
Draw a triangle animenigger.
>>
>>8949987
>approximating
>2017
lol
>>
All you need is eulers identitety and 45 and 30 degree triangle trigonometry
>>
>>8949952
>[math] \frac{\sqrt{1}}{2},\frac{\sqrt{2}}{2},\frac{\sqrt{3}}{2},\frac{\sqrt{4}}{2} [/math]
this is is the best way to memorise it tbqh. then you know cos is just the opposite way around on [0,pi/2] and tan is just the quotient formed by these two
>>
>>8949987
You need product to sum, sum to product, power reduction, and Mollweide
>>
Construct two triangles: an equilateral one with sides of two and a right one with sides of 1. That'll give you pi/6, pi/4 and pi/3. Pi and pi/2 are trivial.
Thread posts: 17
Thread images: 3


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