How do I graph the equation |x|-|y|=1?
the absolute values are always gonna be v shaped
what do i do about |y|?
well if i was doing this problem i use graphing tech. geogabra.org best in the biz
I think its a diamond
i cant use graph tech.
no, its not a diamond. |dw:1404344481038:dw| its sumthing like tht
how would i draw it by hand?
like, i dont understand how to draw the equation of the graph by hand. I'm not even sure how to start.
notice that the point (1.5,.5) is in the graph, because 1.5-.5=1
so is (2,1)
(-2,-1)
ok.. and then?
is there any other algebraic way to do it other than plugging in numbers?
ok so you have |y|=|x|-1 right?
if y>0 then |y|=?
and if y<=0 then |y|=?
recall the definition of absolute value |f|=f if f>=0 |f|=-f if f<0 use that here for my question
we can split this into two easy to graph functions
now together of course it isn't a function
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