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| Chit Chat General discussion of topics of interest to LGBT people of all ages. |
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| | #1 |
| Full Member ![]() Gender: Male Orientation: Gay Out Status: Most people in my life. Location: Orange County, California, USA Age: 19 Posts: 1,790 Join Date: Apr 2008 | I know someone asked for calc help but now i rlyyy need some trig help... For Question 8, I can't seem to understand what she wants. Notice that sin = -1/2... but sin is in Q2, right? ISn't tat impossible? Did she make a mistake? For Question 9, I can't figure out how you know which quadrant 2theta is in? Because if you do 90<x<180 you get 180<2x<360... which is Q 3 and 4.... I mean, hmm... idk... ![]()
__________________ ![]() Can I sail through the changing ocean tides, can I handle the seasons of my life? Last edited by Austin; 15th Nov 2011 at 09:58 PM.. |
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| | #2 |
| Member Regular Member ![]() Gender: Male Orientation: Gay Out Status: Family and close friends Location: Waterloo, Ontario Age: 21 Posts: 36 Join Date: Nov 2011 | Picture didn't upload properly, at least for me |
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| | #3 |
| Full Member ![]() Gender: Male Orientation: Gay Out Status: Most people in my life. Location: Orange County, California, USA Age: 19 Posts: 1,790 Join Date: Apr 2008 | By the way, I didn't get to use a calculator on this test. So I don't get how you do it! My friend helped me and we do the inverse of tangent to get it in Q4, but when you do it like 2tanx / 1-tan^2(x) you get a positive?? :s---------- Post added 15th Nov 2011 at 10:19 PM ---------- Is it working now?
__________________ ![]() Can I sail through the changing ocean tides, can I handle the seasons of my life? |
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| | #4 |
| Well Known Regular Member Gender: Male Orientation: Gay Location: Texas Age: 23 Posts: 234 Join Date: Nov 2011 | Picture is showing now yeah. Haven't taken trig since freshman year in high-school. Gonna take me a little while to remember it, but I'll try and dig through my notes. |
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| | #5 |
| EC Addict Full Member ![]() Gender: Male Orientation: Bisexual Out Status: All but family Location: Brisbane, Australia Age: 16 Posts: 1,244 Join Date: Jul 2011 | B is correct. sin (theta) = 20/29 (theta) = sin^-1 (20/29) (theta) = 43.6 degrees. HOWEVER, angle is in second quadrant. i.e. 136.4 degrees. And go from there. East stuff, I do Maths C. Ladies and men, please form a y = mx + c.
__________________ I really should get a proper signature... |
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| | #6 |
| Full Member ![]() Gender: Male Orientation: Gay Out Status: Most people in my life. Location: Orange County, California, USA Age: 19 Posts: 1,790 Join Date: Apr 2008 | What I do not understand is, if you find tangent based on sin=20/29 (like she showed us how to do), you get tanx = 20/21... which when you plug into 2tanx/(1-tan^2(x)) Is 2(20/21) / (1-(20/21)^2) Which is.... (40/21) / (441/441 - 400/441) = (840/441) / (41/441) = 840/41 But that's postive... Wait..... tanx should be -20/29.... which makes it negative... okay... i get it :S But for number 8 she made an error right?
__________________ ![]() Can I sail through the changing ocean tides, can I handle the seasons of my life? |
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| | #7 |
| EC Addict Full Member ![]() Gender: Male Orientation: Bisexual Out Status: All but family Location: Brisbane, Australia Age: 16 Posts: 1,244 Join Date: Jul 2011 | There's a typo in Question 8. 3(pi)/2 < A < (pi) Means: 3(pi)/2 < (pi) Which is obviously wrong. Assuming they meant this: (pi) < A < 3(pi)/2, you get the angle of 210. (Working in degrees here, radians look ugly). B is around 165.52 degrees (cba exact value), but all in all you get sin 44.48 = 0.7006. Subtract this from D, and it's pretty much correct.
__________________ I really should get a proper signature... |
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| | #8 |
| Full Member ![]() Gender: Male Orientation: Gay Out Status: Most people in my life. Location: Orange County, California, USA Age: 19 Posts: 1,790 Join Date: Apr 2008 | Oh! Thanks for pointing that out... for some reason I kept getting 3pi/2 as 135 ugg idk why hahaha. So it's 270? So it's in Quadrant 3..... i think i asked her this when we were taking the test, I said "Is this right...?" And she said yes O_o but guess she didn't get what I was saying lol. So apparently I was not thinking for either of these two problems. I guess I'll have to redo that... :P not sure what u mean by "Subtract this from D, and it's pretty much correct." Thanks so much for the help guys! ![]()
__________________ ![]() Can I sail through the changing ocean tides, can I handle the seasons of my life? |
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| | #9 |
| EC's resident Philosopher at Large Regular Member ![]() Gender: Male Orientation: Not straight. But only interested in men. xD Out Status: People who ask me. People whom I trust. Location: Basingstoke Posts: 1,610 Join Date: Oct 2011 | Was about to reply, but glad it was sorted out! Need algebra and lit help? (points) ![]()
__________________ "I have found the paradox, that if you love until it hurts, there can be no more hurt, only more love." - Mother Teresa. |
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| | #10 |
| Well Known Full Member ![]() Gender: Male Orientation: I really don't know anymore Out Status: Most people (: Location: Shropshire Age: 16 Posts: 131 Join Date: Oct 2011 | Just took my maths exam. FML. |
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| | #11 | |
| Full Member ![]() Gender: Male Orientation: Gay Out Status: Most people in my life. Location: Orange County, California, USA Age: 19 Posts: 1,790 Join Date: Apr 2008 | How'd you do? :P On this test, the average was a 54... The highest was an 88. I think/thought I did decent. She said she's not giving us our scores back until thursday, and if we want we can complete the test for an extra 15 points if we get them all correct when re-doing it. :/ Quote:
I'll let you know! ![]()
__________________ ![]() Can I sail through the changing ocean tides, can I handle the seasons of my life? | |
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| | #12 | |
| EC Addict Full Member ![]() Gender: Male Orientation: Bisexual Out Status: All but family Location: Brisbane, Australia Age: 16 Posts: 1,244 Join Date: Jul 2011 | Quote:
__________________ I really should get a proper signature... | |
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| | #13 |
| Depressed, Lost. Seeking Solace. Full Member ![]() Gender: Male Orientation: about a 4.5 Out Status: Family only Age: 19 Posts: 162 Join Date: Dec 2008 | Not sure if you learnt this but ... sin (A+B) = sinAcosB + cosAsinB sin (A-B) = sinAcosB - cosAsinB cos (A+B) = cosAcosB - sinAsinB cos (A-B) = cosAcosB + sinAsinB tan (A+B) = (tan A + tan B)/(1-tanAtanB) tan (A-B) = (tan A - tan B)/(1+tanAtanB) Exactly how these identities are derived I cannot remember anymore haha. But using sin(A-B) = sinAcosB - cosAsinB and using a right angled triangle and assuming that it is 3pi/2 > A > pi, sin(A-B) = (-1/2)(-sqrt 15 /4) - (-sqrt 3 /2)(1/4) = sqrt 15 /8 + sqrt 3 /8 = (sqrt 15 + sqrt 3) / 8 which is option D |
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