If anybody could help me with the equations and/or solutions to one or more of these problems, it would be greatly appreciated.. I'm completely lost

- As an employee of a landscaping company, you have been asked to create a rectangular flowerbed, which fits these specifications. You must use two twelve foot pieces of timber to outline the bed. The bed must have an area of 32 square feet. Create a quadratic equation to represent the situation. Solve the equation with one algebraic method and use the solution(s) from the equation to describe where to cut the timbers. Show all work and discuss all processes.

-The next customer that your landscaping company is working for has a similar situation. They owuld like to create a bed out of two twelve foot pieces of timber but would like to maximize the area that is created from these timbers. Create a quadratic equation to represent the situation. Solve the equation with one algebraic method and use the solution(s) from the equation that was created to describe where to cut the timbers. Show all work and discuss all processes.

-Write two quadratic functions whose graph has a vertex in the second quadrant. One must have no real roots and the second must have two real roots. For each function find the vertex, line of symmetry, and roots (real or complex). Justify why one of the function has no real solution and the other has two real solutions. Show all work and discuss all processes.

THANK YOU

-Rachel