Is y=x^2+4 a function? How do you know?
Of course it's a function!
If it passes the vertical line test, it's a function.
Vertical line test?
I checked the answer key, and it's not a function..
|dw:1359706054639:dw|
Have you checked the definition of a "function"?
yes
What does does it say?
A function is a special relationship between values: Each of its input values gives back exactly one output value.
Set up a table of values like ...-3, -2, -1, 0, 1, 2, 3, .. and test it.
How does that let me know whether it's a function or not?
buuurn!
lol, it's just a question
Does each input value give "back exactly one output value."???
Oh, I understand now! Thanks :)
But, won't I have to try out all of the numbers? What if somewhere along the line, the x has more than one y value?
are you sure you haven't entered the equation incorrectly perhaps it should be \[x= y^2 + 4\]
No, that is incorrect. The y value is always the output.
BUUUUUURN!!!!
omg it's just a correctionnn
no its a graph that looks like |dw:1359706698575:dw|
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