Can i get an answer for this?
FOR?
HI!!
none are functions, but one is linear the one with the \(x\) in the numerator with no exponent
a linear function will have no powers of x and /or y of 2 or above ( like x^ and/or y^2) nor x or y in a denominator of a fraction.
all of them are equations, none of them are functions
can you identify a linear equation then?
it will contain an x and a y but neither must be in a denominator.
Actually, ALL of these are functions. Only one is a linear function. Yes, the linear function is the 4th one, and the reasons for that are: 1) both x and y are in the first power, and 2) neither x nor y appears in a denominator. The graph of this 4th function is a straight line, whereas the graphs of the others are not; the graph of y=x^2 is a parabola, for example.
It's already closed.
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