what is the domain and range of the equation Y=X^3 + 2 and also determine whether Y is a function of X
domain and range are all real numbers, y is a function of x since for every x there is a y value
i'm told to plot a graph and get the domain and range of the equation
\[f(x) = x^3 + 2\] is in fact a continuously differentiable function on \[\mathbb{R}.\]
my calculator already did the graphing but i dont know which is the domain or range
graph it|dw:1327462207763:dw| does it pass the vertical line test for a function.. that is will a vertical line only cut the curve once... look at the graph... what values of x can you put in.... this gives the domain... what values of y do you get as output.... Domain: all real x Range: all real y, the curve is continuous and a function
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