#Geometry beginners
141 messages · Page 1 of 1 (latest)
Are you asking for an easy way to remember all of this?
yeah
kinda
my teacher told me some kind of easter egg with the graph itself
but icannot remember this
its hard
fwiw, I have a degree in physics, minored in math and still study it extensively. I've been an engineer for years now
I still forget most of the trig identities
am i cooked
The only one I really member is sin(-A)=-sinA and cos(-B)=cosB
I mean, you can memorize them. I'm simply saying that it's not the worst thing if you don't
This is actually why I am having trouble helping you. I'm not understanding your needs
Basically, you're saying you forget the trick your teacher used and you're asking if any of us know it.
That's not a lot to go on
I'm suppose to remember these rules, but I basically don't know for what purpose
Is the teacher saying how you can find the tan identitys from sine and cosine ones
yeah kinda
he used a trick with the 2 graphs sin and cos that you can see the rules in it
For what purpose is easy to answer. Trig is a huge part of math and science. I've used it in every science class in my college years.
,w plot y=sin(x)
that graph?
yeah
Do you know what even and odd functions are?
the only rules that you couldn't see in the grapg were sin A ^2+cos A ^2=1 and tan A = sin A / Cos A
nope
.
that will be the trick you probably want
It's what give you some of those trig identities you are seeing
Well then use tanx=sinx/cosx to turn those identitys into tan identitys by doing some algebraic manipulation
it's the same in the book
couple
but i'm getting error with the A+Pi and A + 0.5 Pi ones
An even function is symmetric along the y axis. Like, if you put a mirror on the y axis, the function would be a reflection of itself
An odd function is symmetric to a half rotation around the origin. Like if you had a graph, and rotated it one half turn, then it would be the same graph
you can see that they're using sin as en example of an odd function, and cos as an example of an even function
@fierce fractal
Is this not just double angle?
?
Well most of them can be found by translating the graph
Do u know graph transformations
Oh algebraicly
can you please explain
Go onto desmos and have a play around
HOW
What is flupped
Sqrt both sides gives two values
Ye the circle is confusing asf
IK
Teachers use it because it's easier to teach???
Since calculators give principle values
so sin (1/2)?
it says
0.523598.....
how the fuck am i suppose to know that in pi
bruh
it states it there
IN THE CORNER
Calculator should give in pi
Then look at the graph to see what other values of x also give. 5
Pi - 1/6 pi also gives .5
Aka 5/6 pi
yeah
but if we have
like
sin(x)= 1/2 root 3
it is
1/3 pi
and the other side
2/3 pi
cause it has at the same time
or somthin
they told
idk
what can i do with that
ty
@heavy topaz
on chance
do you know this rule
for differentieting
im a close bruh
chain rule