I need this as soon as possible (preferably August 24).  Thank you.

1.  If a baseball is projected upward from ground level with an
initial velocity of 64 feet per second, then its height is a function
of time, given by:  s(t) = -16t^2 + 64t.  Graph this function for 0 <
or equal to t < or equal to 4.  What is the maximum height reached by
the ball?

2.  It costs Acme Manufacturing C dollars per hour to operate its golf
ball division.  An analyst has determined that C is related to the
number of golf balls produced per hour, x, by the equation C =
0.009x^2 ? 1.8x + 100.  What number of balls per hour should Acme
produce to minimize the cost per hour of manufacturing these golf
balls?

3.	Solve inequality.  State the solution set using interval notation
and graph the solution set.

4x^2 ? 8x >or equal to 0

4.	Solve inequality.  State the solution set using interval notation
and graph the solution set.

3x ? x^2 > 0

5.	Solve inequality.  State the solution set using interval notation
and graph the solution set.

x^2 + 25 < 10x

6.	Solve rational inequality.  State and graph the solution set.

3/x + 2 > 2/x ? 1

7.	Find the vertex and intercepts for quadratic function, and sketch its graph.

y = x^2 ? 4x ? 12

8.	Find the vertex and intercepts for quadratic function, and sketch its graph.

y = x^2 + 2x ? 24 

9.	Find the vertex and intercepts for quadratic function, and sketch its graph.

y = -x^2 + 2x + 3

10.	  Find the vertex and intercepts for quadratic function, and sketch its graph.

y = -x^2 ? 3x ? 2

11.	  Use the discriminant to determine whether quadratic polynomial
can be factored, then factor the ones that are not prime.

8x^2 ? 10x ? 3

12.	  Solve inequality.  State the solution set using interval
notation and graph it.
A^2 + 2a < or equal to 15

13.	  Solve inequality.  State the solution set using interval
notation and graph it.

x? x^2 < or equal to 0

14.	  Solve inequality.  State the solution set using interval
notation and graph it.

x ? 2/x + 3 < 1