1.)

2.) Perform the indicated operations and simplify

3.) Solve. Write your answers using interval notation

4.) Solve

5.) Perform the indicated operations and simplify

6.) Factor completely

7.) Solve

8.) Perform the indicated operations then simplify

9.) Simplify

10.) The process given in Example 1.3.5 for determining whether an equation of a relation represents y as a function of x breaks down if we cannot solve the equation for y in terms of x. However, that does not prevent us from proving that an equation fails to represent y as a function of x. What we really need is two points with the same x-coordinate and di_erent y-coordinates which both satisfy the equation so that the graph of the relation would fail the Vertical Line Test 1.1.

x^{3 }+ y^{3} - 3xy = 0

Subject | Mathematics |

Due By (Pacific Time) | 06/26/2015 12:00 am |

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