on interval 0>x>2pi sec(x)=-1
\[secx = -1 => \frac{1}{cosx} = -1 \]
Are you able to do it now? :)
honestly, im completely clueless all together. haha
well do you know that \[secx = \frac{1}{cosx}\]?
yes
then where are you haveing problems?
what about the PI
I'm just not too sure what exactly the question wants me to do honestly
well looks like the question wants you to solve for \(x\) why not try and look in your texbook?
We dont have one yet, since this is summer work
well i know pi is =3.1415926535897932384626433832795028841971693993751058209749445923078164062862089986280348253421170679 but it is 3.14 for shot
that doesnt solve much :P
ya i know just trying to help
0>x>2pi sec(x)=-1 this is hard what grad is this
AP calculus
no no; not hard at all :) \[secx = -1 => \frac{1}{cosx} = -1 => 1 = -cosx => -cosx = 1 => cosx = -1 => x = \pi \] this is only trig not calculus yet :)
ah must be review problems then. Is that the full answer?
lol the answer got cut off. why not you try and solve it ? :)
not funy
I have no idea what im doing and this is the last problem i have thats due tomorrow lol
:(
need this answer :\
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