sin(A+B) and sin(A-B) A=180 B=60 please help!
I know the formulas, but don't know how to show the work or anything. pretty confusing.
hey, A =180, B = 60 you don't know how many A - B is?
I have to find those like first find sin(A+B) AND THEN sin (A-B)
no need to put formula here, just A+ B and then A- B , take sin of the sum, or of the different
the formula to solve those are sin(A+b)= sinAcosB+cosAsinB
I know, but in case A, B are not special like that.
but if you still want to take this, you know the formula, just plug them in the formula
I have to find the exact value the only thing that throws me off is the 180
ok, first, let my method gives you the right answer A + B = 240 , sin 240 =?
yes
now, your method, sin (A + B) = sinA cos B + sinB cos A yours is sin (180 + 60) = sin (180) cos (60) + sin (60) cos (180) sin 180 = 0 so, the first term =0 you just have sin (60) cos (180) sin (60)= sqr (3)/2. cos (180) =-1 so, sin (60) * c0s(180) = sqr (3)/2 ( -1 ) = - sqr (3) /2 \[\huge\color\red\IS~THAT~HARD?\]
your'e the best!!!!!
do the same with part B)
I am gonna delete every thing, you are better do the stuff by yourself
thanks for the help though.
ok. but to me, just add A +B or A -B . A-B = 120, sin (120) = ???? quite easier than apply formula
I have one question since my teacher never really teached us this how would you find the exact value of sin120?
wait, I show you the link
look up the values as you wish
ooohh the circle !
hehehe... did your prof show you that circle? I think he did
Yes he did but very vaguely! but thank's to you you have brought back my memory :)
OK ,
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