Question

Basic Functions Sample Work

Please help I really don't understand this and it's already a day late ​

Answer 1

See explanation

Explanation:

1. Consider radical function. Its expression is
`y=√(x),` its domain is
`[0,\infty)` and range -
`[0,\infty).` This function is neither even nor odd. It has no axes of symmetry. Moreover, it has neither vertical nor horyzontal asymptotes.

2. Consider rational function. Its expression is
`y=(1)/(x),` its domain is
`(-\infty,0)\cup(0,\infty)` and range -
`(-\infty,0)\cup(0,\infty).` This function is odd. It has two axes of symmetry - lines
`y=x` and
`y=-x.` Moreover, it has vertical asymptote
`x=0` and horyzontal asymptote
`y=0.`