@FawnOverFun it is the same as degrees but instead of being up to 360 it is up to 2 pi (6.28 blah blah blah). it is betterer cause it has an actual basis in maths.
HOWEVER. you would probably be a bigger fan of turns. 1turn = 360deg = 6.283rad
@FawnOverFun you love shapes but do you even know how to calculate the length of the hypotenuse of a right triangle
@FawnOverFun i was taught this in 4th grade im so so sorry to tell you this
hazel do you know about the sine and cosine rules
@pinkcreeper100 @FawnOverFun june was homeschooled and . wasnt really taught much so im teasing that she doesnt know these things
@pinkcreeper100 @FawnOverFun yes i was also taught this, very many quizzes were βyou have two side lengths of a triangle and an angle! get the other sides length!β and such
@FawnOverFun @pinkcreeper100 i was put in the accelerated maths classes, fell back, then got put in the accelerated classes again, and then fell back, for like 6 years in a row π
@AppleAmps @FawnOverFun i am not advocating for a 1000 system lol i never said that.
im advocating for using whatever system is most convenient in the moment but also saying that fractions arent bad
@AppleAmps @FawnOverFun no!! fractions are not bad in any case!! they take slightly more characters to describe and that is perfectly fine!!!!!
@AppleAmps @FawnOverFun and repeating decimals are cool too (and aesthetically preferable) when youve got the ability to use the vinculum
@AppleAmps @FawnOverFun its not unknowable, you can still describe it! its just βless convenientβ which is not something that concerns me. 1/3 (if it were out of 1 such as with turns) is just as easy as 120deg, for example
@AppleAmps @FawnOverFun there are cases where you may want to write a number that isnt just typing it into a calculator
@AppleAmps @FawnOverFun look- i just feel for 1/3 on a deep personal level and i will not accept hateful comments towards it and others of its kind
@AppleAmps @FawnOverFun mhm in which case you wouldnt use a vinculum. i just prefer the aesthetics of it when applicable
@AppleAmps @FawnOverFun and iβll always be there to give 1/3 the hugs it deserves
@h @FawnOverFun The best part of radians is that theyβre unitless ratios, so dimensional analysis lines up.
You could also meet in the middle if you described fractions of a rotation. Or factor out Tau from your radians and treat it as a pseudo-unit.