Even and Odd Functions
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My teacher never explained this to us, she just gave us work and expected us to know it. (=_=)
lmao, thanks so much by the way.!
1 year ago 6
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CLAP CLAP WELL DONE!!! I SEE THE LIGHT THANK YOU SIR
All Comments (98)
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Awesome. I get it. You could just multiply by negative 1 to see if it's odd instead of factoring out a negative 1, right?
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great thanks alot very clear and practical and understandable
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Thanks from Kazakhstan!
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Thank you!
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thank you for explaining this, it really helped! and it was very easy to understand! :D
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Thankyou so much. You have saved me so much time!!!! please make more videos and I will be sure subscribe if you do.
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if only i had found this before the test :P
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OMG THANK YOU! I'm taking college algebra online, basically meaning I'm on my own. You don't know how much this is helping me.
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Thank you so much! VERY helpful & easy to understand!
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Thank u< u should post some videos on inverses
619bluefish 4 months ago
@619bluefish Do you mean inverse functions? If so, then go to my channel and search for "Inverse Functions". There is a video.
waszel 4 months ago
what do you do when their is no negative to factor out of the f of x when looking for negative f of x
jeanniex0x0 5 months ago
@jeanniex0x0 We can always factor out a -1. For example: 2x-9 can be rewritten as -1(-2x+9).
waszel 5 months ago
what if it is in factored form with a degree of 5 or 6?
fagg121213 1 year ago
@fagg121213 It doesn't matter if the function is factored or not, or that it is even a polynomial function. What matters is that we need to find f(-x). If f(-x) simplifies down to f(x), then the function is even. If f(-x) simplifies down to -f(x), then the function is odd. If f(-x) simplifies to neither of those two things, then the function is neither even nor odd.
waszel 1 year ago