Is the Function Even, Odd, or Neither? (6 Examples)

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In this video we go through 6 examples showing how to use the algebraic test to see if the function is even, odd, or neither. We discuss graphically what it means for the graph to be even or odd as well.

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I can see students scrambling for calculators and saying, “I can just graph it.”

gregnixon

The only video that helped me understand

bunnyfun

Mario can you please make a video on how to solve proportionality in a triangle, with solving a side and also a variable

ducky

Thank you for making it more easy to digest…

beyinfo

One way to make student understand ( since many don't teach as clear as you do) ....Teachers just need to show your videos! 😊

jms

6:33 in the 4th question can we just write f(-x)= ((-x)^4)^(1/5) and then there's even power on -x then it would become (x^4)^(1/5) and then the powers multiply and it again becomes x^(4/5) hence it's even?

vaibhavgaur

8:54 To elaborate a little more on that, we can say that any polynomial function with ONLY odd-powered terms is an odd function & any polynomial function with ONLY even-powered terms is an even function. These aren't definitions of odd and even and thus aren't the best reasons to give on a test, but they are properties of odd and even functions which one could prove.

In this property, however, it's important to keep in mind that constant terms count as "0th power" (even power) terms and linear terms count as "1st power" (odd power) terms.

Dreamprism

when you were doing #2 at 3:46 where did you get -1 from?

warrenhughley

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