You don't have to change the range if you remember to change x back into 2theta - pi/4 before you finish solving. That's a hell of a lot easier to do than resetting your range boundaries.
Thank you for this video, Sir. I hope you continue making these educational videos and post them to youtube so people around the globe can benefit from your knowledge :] Greetings from Norway.
not very hard
MilitaryMan006 3 months ago
I LOVE YOUUUU
hellomikkii 3 months ago
Just to clarify things for everyone:
sin(pi/4) = 1 / sqrt(2) and sin(pi/4) = sqrt(2) / 2
That is because 1 / sqrt(2) = sqrt(2) / 2
It is the same number, it has merely had the denominator rationalised.
Matthew2400 4 months ago
Trigo rocks!!!!
LookBehindUandSeeMe 6 months ago
this isnt hard :/ its grade 10 stuff
KaBoomPsycho 9 months ago
@KaBoomPsycho Cool story bro, who do you think you are
walzzy77 6 months ago
@walzzy77 a guy who just graduated highschool with perfect grades :)
KaBoomPsycho 6 months ago
get a new mic....
ayceod 11 months ago
Gahhh!!!!
Just rip the paper and be done with it!!!!!
MetallicDoom16 1 year ago
You don't have to change the range if you remember to change x back into 2theta - pi/4 before you finish solving. That's a hell of a lot easier to do than resetting your range boundaries.
jesusnthedaisychain 1 year ago
This was way more difficult than it needed to be. The method to finding a solution was hard, not the problem.
Spoodily 1 year ago
My head hurts O_o
Tacos209 1 year ago
anyone please, i have a test tomorrow and can't figure out how to do this: btw its all in degrees i havent covered radians at school yet:
cos (x - 20 degrees) = -0.437
for the range 0 to 360 degrees, thanks
al8cheese 2 years ago
Thank you so much! After years of futile attempts to grasp this ghastly concept, I have now mastered TRIG. WOOOOOOOOOOHOOOOOOOOOOOOOOOOOOOOOOO
clownfeet246 2 years ago
isn't sin(pi/4)=sqrt(2)/2 ... from the unit circle? how come there are two solutions for sin(pi/4) ?
thanks
61n9ne 2 years ago
Yes, sin(pi/4)=sqrt(2)/2 - that's true.
There aren't two solutions to sin(pi/4). There is only one. Check, and you'll see i never say otherwise.
There are, however, two solutions to sin(x)=sqrt(2)/2 - and they are pi/4 and 3pi/4.
Good luck with it all!
dcollis2 2 years ago
Thanks again.
fzshinobi 3 years ago
thank you sir.. it was really helpful...
cha5462 3 years ago
GOOOOODddddddd
Helpfull for me
aksh25 3 years ago
You are an excellent teacher, I greatly appreciate you for making these videos!
Ktrochee 3 years ago 6
Thank you for this video, Sir. I hope you continue making these educational videos and post them to youtube so people around the globe can benefit from your knowledge :] Greetings from Norway.
MatteNoob 3 years ago 7
...Some people around the globe don't know english lolz
mexicangamer7 2 years ago