Pre-Calculus - Determine if a function is even or odd
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- Опубліковано 8 вер 2024
- This video will help you decide if a function is even, odd, or neither. Remember you can view this from the graph, or apply an algebraic test. For more videos please visit www.mysecretmat...
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I think the last example is neither. f(-x)= -x/x^2 -1 and -f(x)= -x/-x^2 + 1
I was about to point that out too.
Its odd, all signs flipped. the only thing you did different was distribute the -
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How do you simplify it like do what does it depend on the parentheses to do x times itself or what
thanks again
find f[f^- (2)] if f(x)=[((x-3))/3x]. Is the function ff^(-1) (x) odd or even
THANK YOU SO MUCH!
The first function is NOT an even function, it's an odd function instead.
Thanks for your video anyway.
+Ebrima K.Ceesay Uhhh, actually youre wrong
It's odd if all of the signs changed right? I think the last one was neither because -1 didn't change its sign
How did he get the negative from the top x to go outside the function?
because you're jsut multiplying by negative one
10/10 helpful
well
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The last one is neither
I don't understand you