If a vertical line can intersect the graph of a relation more than once, the relation is not a function
True or False: The Vertical Line Test can help you determine if you have a function or notMaht help true or false question?
That would be true. The vertical line test will tell you whether you have a function or not. If the line passes the vertical line more than once, then it is not a function.Maht help true or false question?
Def of Vertical Line Test ';The vertical line test simply states that if a vertical line intersects the relation's graph in more than one place, then the relation is a NOT a function.';
TRUE
FALSE!
Naaa its true I saw everyone else do true I wanted to be diffrent................................鈥?br>
NOW DO THAT MATH QUESTION GET AN A GO TO COLLEGE GET A GOOD EDUCATION AND GO LIVE A LIFE OF AWESOMENESS!
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PANDEMONIUM
Oh yeah!
True; the first one uses the vertical line test; and the second one is true; functions must have only one x value for every y value.
True
Functions must have a single y for every single x.
If you draw a verticle line and you go through the curve more than once, you have something else. It's not a function (a circle, hyperbola, etc.)
The first one is true.
The second one is true.
true
true
Both true (I'm in sixth)
true
TRUE!!! i just did tht in school!!!
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