But what i do know is opp/hyp and sum stuff, i got notes on it yo
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snowflake0531:
\[\sin(x) = \frac{ opposite }{ hypotenuse }\] \[\cos(x) = \frac{ adjacent }{ hypotenuse }\] \[\tan(x) = \frac{ opposite }{ adjacent }\]
These opposite sides, adjacent sides, and hypotenuse sides are all from the reference angle, the opposite side of hte angle, the adjacent side that is not the hypotenuse, and then hypotenuse side
snowflake0531:
So looking at angle 17, what sides do we have?
NoProbBob:
i got sum notes on dat but lets see here yo
NoProbBob:
Brooo i'm ok with dat settin up part but like da only part im confused on is like da Opp, like Ion what is Opp and what is Hyp
snowflake0531:
e.e
opposite side of the angle... in a triangle, in an angle, look at the side that is opposite of the angle
Hypotenuse is the longest side of a right triangle
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NoProbBob:
hmmmmm
snowflake0531:
So look at the triangle, out of the opposite side, hypotenuse side, and the adjacent side, which 2 sides do we have
snowflake0531:
i gtg later sorry
NoProbBob:
ight
NoProbBob:
Anyone else who can help?
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Astrid1:
@darkknight PLs help this poor dude ;-; Ion remember this math.
NoProbBob:
Wud it be Opp/Adj
Trickjoker:
eat me
snowflake0531:
@noprobbob wrote:
Wud it be Opp/Adj
yep
NoProbBob:
nahhh i jus need help its da last one
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NoProbBob:
Thank you
NoProbBob:
i swear i wuz gonna fr go insane
snowflake0531:
So then we have \[\tan(17) = \frac{ 7.5 }{ x }\]
snowflake0531:
Which means that \[x = \frac{ 7.5 }{ \tan17 }\]
NoProbBob:
ok ik how to work it out
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NoProbBob:
i gave u medal
snowflake0531:
Do you want to check the answer?
NoProbBob:
wait.... My teach puts a 1 under x
NoProbBob:
waittttt my methods are way dif than yours
snowflake0531:
Is there a difference?
x/1 = x
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NoProbBob:
ion know how to work dat out, usually i jus cross multiply the 1 wit wtv is across frum it
NoProbBob:
nahhh it da same
snowflake0531:
@snowflake0531 wrote:
Which means that \[x = \frac{ 7.5 }{ \tan17 }\]
So put ^^^ into your calculator
NoProbBob:
oh ight
NoProbBob:
wait.
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NoProbBob:
@snowflake0531 wrote:
@snowflake0531 wrote:
Which means that \[x = \frac{ 7.5 }{ \tan17 }\]
So put ^^^ into your calculator
ight bro ion see how to put dat in the calc
snowflake0531:
what kind of calculator do you use
NoProbBob:
the scientifc one on google
snowflake0531:
I suggest mathway
NoProbBob:
ight lemme see
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