MUST BE IN MIPS

Problem Description:

Solve a quadratic equation in two linked files. Write a function to calculate the roots of any quadratic equation of the form ax2+bx+c, where the floating-point values a, b and c are passed to the function on the stack. Status, an integer value, should indicate the nature of the results returned as follows:

0 : 2 real roots in $r1 & $r2

1 : 1 real root in $r1

2: 2 complex roots of the form ($r1 i $r2)

3 : no roots computer (error)

Your program should prompt for the values a, b, and c, then label and print the results. For the purposes of this function, assume two numbers that are within 0.001 are the same.

Submit the Following File(s):

roots.asm, roots_main.asm

Required Input:

Three 32-bit floating point numbers (a, b, and c)

Required Output:

Your output should look something like the following examples. Note this is three runs.

Quadratic Solver a: 3.0 b: 4.5 c: -1.2 There are two roots: 0.23107084351742913, -1.7310708435174291 Quadratic Solver a: 2.0 b: 4.0 c: 2.0 There is one root: -1.00 Quadratic Solver a: 4.3 b: -2.45 c: 2.0 There are two complex roots: 0.284883721 +/- 0.619643078i