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C3-trig

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Reply 20
Original post by steve2005
I think you are looking at the wrong answers.


i think they made a mistake im not sure i am checking again it says 0,180 thats why i am a bit confused if my answers are wrong or right?
Reply 21
Original post by otrivine
yes its the edexcel c3 text book


Page No?

You are probably looking at the wrong answers, i get different answers.
Reply 22
Original post by otrivine
i think they made a mistake im not sure i am checking again it says 0,180 thats why i am a bit confused if my answers are wrong or right?


What are your answers?
Reply 23
You wrote the question wrong.

It's tan2θ = sec2θ -1 for 0 < θ < 180 (not = 2sec2θ -1)

so you get

sec2θ = 0 and sec2θ = 1
not possible and cos2θ = 1
then you solve for 0 < < 360 and get;
= 0o, 360o
θ = 0o, 180o
(edited 11 years ago)
Reply 24
Original post by raheem94
Page No?

You are probably looking at the wrong answers, i get different answers.


page 97 question 8)g) ex 6D
Reply 25
Original post by otrivine
page 97 question 8)g) ex 6D


You wrote the question as: secsquared2x-2sec2x+1=0 which is sec22x2sec2x+1=0 sec^22x-2sec2x+1=0

The actual question is: tan22x=sec2x1 tan^22x=sec2x-1
Reply 26
Original post by raheem94
You wrote the question as: secsquared2x-2sec2x+1=0 which is sec22x2sec2x+1=0 sec^22x-2sec2x+1=0

The actual question is: tan22x=sec2x1 tan^22x=sec2x-1


no i gave you in that form cause i applied the formula and when you applied the formula you get that eqaution
Reply 27
Original post by Yorrap
You wrote the question wrong.

It's tan2θ = sec2θ -1 for 0 < θ < 180 (not = 2sec2θ -1)

so you get

sec2θ = 0 and sec2θ = 1
not possible and cos2θ = 1
then you solve for 0 < < 360 and get;
= 0o, 360o
θ = 0o, 180o


wait please cos-1(0) gives u 90?
Reply 28
Original post by otrivine
no i gave you in that form cause i applied the formula and when you applied the formula you get that eqaution


tan22x=sec2x1    sec22x1=sec2x1    sec22xsec2x1+1=0    sec22xsec2x=0 \displaystyle tan^22x=sec2x-1 \implies sec^22x-1=sec2x-1 \\ \implies sec^22x-sec2x-1+1=0 \implies sec^22x-sec2x=0

I don't know in which way you are applying the formula.
Original post by otrivine
no i gave you in that form cause i applied the formula and when you applied the formula you get that eqaution


Always give the original question.
Reply 30
Original post by raheem94
tan22x=sec2x1    sec22x1=sec2x1    sec22xsec2x1+1=0    sec22xsec2x=0 \displaystyle tan^22x=sec2x-1 \implies sec^22x-1=sec2x-1 \\ \implies sec^22x-sec2x-1+1=0 \implies sec^22x-sec2x=0

I don't know in which way you are applying the formula.


yes that is the equation we are working on from the beginning ?
Reply 31
Original post by otrivine
yes that is the equation we are working on from the beginning ?


I really don't understand you.

Your equation was different.
Reply 32
Original post by raheem94
I really don't understand you.

Your equation was different.


ok ok i can get it now :wink: this has gone to an easy question to confusing lool

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