A third degree polynomial equation (a cubic equation) is of the form p(x) = c3x 3...

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A third degree polynomial equation (a cubic equation) is of theform p(x) = c3x 3 + c2x2 + c1x + c0, where x andthe four coefficients are integers for this exercise. Suppose thevalues of the coefficients c0, c1,c2, and c3have been loaded intoregisters $t0, $t1, $t2, and $t3, respectively.Suppose the value of x is in $t7.

Write the MIPS32 instructions that would evaluate thispolynomial, placing the result in $t9.

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A third degree polynomial equation is px c3x 3 c2x 2 c1x c0 text globl main main lw t0c0 get c0 Load word of c0 to the register of t0 lw t1c1 get c1 Load word of c1 to the    See Answer
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