Help Please! I seriously don't understand this. Thanks. Verify each identity. 2. sin(x+π)/cos(x+3π/2) = tan^2 x - sec^2 x
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can you keep on explaining it, like I have the sheet with all the identities and pellet, I just seriously don't understand how to do them. Like I have 24 questions, and I've understood legit 5 @nincompoop
did you look at the cheat sheet link I provided?
yup, and I feels like I'm looking at Chinese. like honestly i just completely suck at trig, i had an a in pre-cal until this, and like my teacher sucks, and the book does not explain at all
books do explain, it is a matter of comprehension
look at the second page of the link
like no i teach myself everything from the book before a test and i ace it, cause im a self-learner and i seriously cannot focus in a class but this particular subject i just cant seem to teach myself
yes, i did and like i said. chinese. like i think you expand the numerator and the denominator with the Sum and Difference Formulas, but then im just lost
eliminate the cosine on the left hand side by multiplying both sides by it
express the right-hand side by sin and cos
i dont understand that at all...
what will the expansion of numerator and denominator achieve? your steps must have some purpose to what you're trying to achieve.
eh did you learn trigonometry in algebra lessons?
im trying to prove the identity
yeah we can prove the equation to be true
if you followed the two steps I provided then write here what you have. we will proceed with the rest of the steps
Left side of the equation: sin (x + Pi) = -sin x ; and cos (x + 3Pi/2) = sin x sin ( x + Pi)/cos (x + 3Pi/2) = -sin x/sin x = -1(1) Right side: tan^2x - 1/sin^2x = sin^2x/cos^2 x - 1/cos^2x = (sin^2 x - 1)/cos^2x = = -(1 - sin^2x)/cos^2 x= -cos^2 x/cos^2x = -1 (2) Finally, compare left side (1) to right side (2).
not really, i mean i took algebra in 7th grade so i dont even remember anything. i just dont understand how to apply what you're saying. can you like draw it so i can visually see it
Correction: line 5: Right side: tan^2 x - 1/cos^2 x = sin^2 x/cos^2 x - 1/cos^2 x =...
wait, so for the left side shouldn't it like equal the right side and not -1 cause your like proving it to be true?
The left side equals the right side. This proves the identity.
oh, so i actually understood what you did @thu1935, but like im supposed to do it differently you see i actually attached the correct answer, cause my teacher told us the answers. but, thank you so much for your help anyway, you were a lot more helpful than the other person who answered.
I doubt that you learned anything, but good luck anyway
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