Does x + y = z?
if so, why?
depends what is the value of variable that you've considered
urm... x and y?
you are asking because of the OpenStudy title screen? http://www.openstudy.com ?
yep :)
(-: Algebraically \[ \Large x+y = x+y \] But what they use is a substitution for that. They are basically just saying let z be equal to x and y. Which is possible
lol, as if you are actually trying to work it out xD
you legend
Or as a two dimensional function you can denote \[ \Large z= f(x,y)=x+y \] z is here a function of x and y, depending on two variables.
Sure, and I am not even fully awake yet q-:
but what about the inverse tangent approaching the sloping scale of a helically surrounded pivot reciprocal in the Cartesian equation following the parametric curve?!
To answer this question you first have to take in consideration: How much wood would a woodchuck chuck if a woodchuck could chuck wood? Read more: http://wiki.answers.com/Q/How_much_wood_would_a_woodchuck_chuck_if_a_woodchuck_could_chuck_wood#ixzz22yX4aTaR
This is getting too complex for me now
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