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26 Apr 2020
Vertical line test: Domain and Range . Use the vertical line test to determine whether the curve is a graph of a function of
.If it is, state the domain and range of the function
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)
Vertical line test: Domain and Range . Use the vertical line test to determine whether the curve is a graph of a function of .If it is, state the domain and range of the function
Elin HesselLv2
28 May 2020