**In MATLAB**

Consider the equation y = sqrt(x^3+3) - sqrt(x^3+4) & answer the following questions.

Consider the equation y = square root x^3 + 3 - square root x^3 + 4 Use 4-digit arithmetic and chopping to compute the value of y for x = 100. Find an alternate form as we have done in the class and redo the computation and redo the computation (Multiply and divide by the conjugate) Compute the relative error for both methods if the correct answer is -4.99999125 x 10^-3 to nine decimal places. Consider the equation y = square root x^3 + 3 - square root x^3 + 4 Use 4-digit arithmetic and chopping to compute the value of y for x = 100. Find an alternate form as we have done in the class and redo the computation and redo the computation (Multiply and divide by the conjugate) Compute the relative error for both methods if the correct answer is -4.99999125 x 10^-3 to nine decimal places