#am i mixing things up with sin and arcsin

59 messages · Page 1 of 1 (latest)

gloomy terrace
thorn domeBOT
lost locust
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arcsine is the inverse of sine

gloomy terrace
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yea

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i know that

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is the sin here secretly a arc sin

lost locust
gloomy terrace
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wym

lost locust
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To find x u need to undo the sine aka use arcsine

gloomy terrace
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wait i cant do 2sinx=-sqrt(3)

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then sinx=-sqrt(3)/2

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oh wait

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ur right

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tnak you

lost locust
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Your welcome

gloomy terrace
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@lost locust i need help again

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why dont i do arc cos for this one

lost locust
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U do but understand the domains

gloomy terrace
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yea isnt arcsin arc tan in qua 1 4

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and arc cos in qua 1 2

lost locust
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It reachs .5 at two different spots

gloomy terrace
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tahts waht teacher said

lost locust
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Yeah but thats because they don’t want the graph to have 2 outputs for 1 input

gloomy terrace
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wait

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wghy did i click the wrong one.

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wait nvm

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i didnt

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i think

lost locust
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Like graph the cos function it reaches .5 in 2 spots bfeore 2pi

gloomy terrace
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yea i know that

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but for cosx=1/2

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dont i gotta make it arccos

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like x is arccos(1/2)

lost locust
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Yeah

gloomy terrace
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and arc cos is in quadrants 1 and 2

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which means theres only one

lost locust
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It will make more sense if u look at the cos graph

gloomy terrace
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theres two poitns yea

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but on arc cos theres only one

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tahts waht im confused abt

lost locust
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Graph x=cosy

gloomy terrace
lost locust
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Do u understand now

gloomy terrace
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its still only at pi/3 thoguh

lost locust
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Its because the function cannot be a function of x if it has 2 outputs

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But it actually has 2 solutions to 2pi

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Does that make sense?

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Its like how sqrt(4)=2 and -2 but ur calculator will only give one result

chrome summit
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Am I slow or are ya all just making your life harder?

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Lol why are you diving into that arcsin or arctan stuff

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It literally asks what to put instead of x in sinx=-(sqrt(3))/2

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X is -(pi)/3. easy! All you need is to remember where x must fall for sinx and cosx

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Why would you even consider arcsin here

median whale