How do you tell if a relation is a function or not?
Have you heard of vertical line test?
No? this webpage may help: http://www.mathwarehouse.com/algebra/relation/vertical-line-test.php
A relation is not a function when the x coordinate is repeated twice.
What about ones without graphs, for example this takes place instead of a graph as an answer choice. Which relation is a function? This is one of the answer choices. @geerky42
It is a relation when each 'x' value is with one value of 'y'. You can't have a stray 'x' or 'y' value.
I think this one answers that question...
single value of x cannot have more than two y values, otherwise it's not function
For example, first one you attached, x value, 5 contains both y values, 1 and 2, so it's not function. Is this clear?
er...no. sorry.
well actually there are two ways.. i_ vertical line test thatz suitable when graph is given or if u draw the graph... There are two conditions for a relation to become a fun.. 1 Domain of Relation=Set A 2.No first element should be repeated in short for one value of domain two diff answers are not possible....
i hope u got it???
Domain? How do you find the domain?
well domain is the set of those values at which function is not un-defined... & it is equal to the set of 1st elements of the ordered pairs...
i hope it helps....
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