law of sine and law of cosine

[@zacharymcguirk6431]

Please questions on bearings or harder trig identities!

[@Subcritical96]

I loved doing trig identities

[@edmundomoreira3172]

Muito útil .

[@jeremyncrm2012]

Freaking trig, every time I think I’m getting it some new thing comes along and upends it

[@ahmedrafiq8760]

Proof how pls
😮

[@soumyajitroy5239]

I guess this is Lami's theorem.

[@HangingQueen]

Lami's theorem came from law of sine

[@neitoxotien2258]

Thats cool, is there a Law of Tangent?

[@abiymamo5083]

Non right angle trigonometry

[@venkybabu8140]

Angles to surface equations.

[@HangingQueen]

You should try jee advanced problems

[@im.rishabh_ofc]

Yea ikr

[@Flexyshores]

Yess, you should try..!

[@soumyajitroy5239]

Definitely

[@MathsStar-qo1fn]

Yes

[@user-ny9xi1jq3u]

=1/2R

[@flavrt]

My apple watch can't keep up.

[@rcmfjones]

You probably also have one of those colorblind test shirts that says... Nothing I assume.

[@edmundomoreira3172]

❤❤❤❤❤

[@countzero2712]

Remember kids:
Soh Cah Toa

[@catalinac5055]

Scrieți și pentru b și a:
b^2=a^2+c^2-2ac cosB
a^2 =b^2+c^2+2bc cosA

[@arifurjamansadin2516]

Sir you're country name????????❤❤❤❤❤❤❤❤❤❤❤❤❤❤

[@adityamanohar2564]

The sine ratios are actually equal to 2R!!!!

[@EA-ig3nd]

With A B C you mean alpha beta gamma?

[@itz_phenorbx8456]

If it right angle cosC = 0 yeah C= π/2

[@botond3676]

😅Sine A over sine B is also equal to A over B😅

[@mariadelcarmenorihuelasant196]

El seno de un ángulo es igual al coseno de su complemento.😅

[@atharvyadav-us4wn]

don't get the proof