How to find Phase Shift in Sin and Cos Graphs
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- Опубліковано 30 жов 2024
- How to find the phase shift and horizontal shift in sine and cosine graphs and functions.
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Thank you!!! this was one of the best videos I found
Only one of the best? Looks like I've got more work to do.
Oh my god thank you😭 this is really helpful, i have a presentation about this in the next 2 days and im stressing because I cant understand what a thing stated in the module
Believe me, I’ve been there. Happy to help!
you could also use addition formula to show this sin(x+90)=sinxcos90+cosxsin90 which equals cosx
Yes, that is true. I didn't even realize that until you said it.
this is the best vid!! it was really helpful thanku
Glad you liked it!
@@danthetutor2624 i lovedd itt
Great explanation, it was really helpful. Thank you so much!
Thank you for watching!
thank you
No problem
Thanks for this, got confused on this because on Khan Academy, phase shift isn't explained nor is the factoring part.
And that’s why Khan Academy isn’t as good as Dan the Tutor. But that’s just my unbiased opinion.
great explanation thank you
Happy to help!
ah yes my favorite explanation, it is to the right because its the opposite of what you think. its just since to reach any given point x on a curve without a horizontal translation on a curve with a translation, one must position oneself x+c along the x curve, since x+c-c=0. for positive c, this infers a translation to the right.
this was really helpful. thank you man
Thanks, I really need this😭
Always happy to help!
If you factor out a number does it become b?
usually yes
Awesome, awesome, thank you 👍
legend. thanks
Thanks G
Ok, so how do I find a phase shift between two sin graphs?
I’d imagine you’d have to find the phase shift for both and then subtract them.
@danthetutor2624 how do you subtract pi(a)/a. a being any number
@@danthetutor2624 like one is the shifted wave…
@@GrimBehelit what?
@@ThePreppar if you don't understand that I don't think you'll understand even if I elaborate.
Ong this was actually helpful
2pi