Use MATLAB to solve the problem by using the fzero function in MATLAB.

I dont need a hand written solution for the problem, just the MATLAB code to solve the problem by using the fzero function in MATLAB.

Thank you.

8.34 Real mechanical systems may involve the deflection of non- linear springs. In Fig. P8.34, a mass m is released a distance h above a nonlinear spring. The resistance force F of the spring is given by (Kid +k2d32) Conservation of energy can be used to show that 2k2d5/2 1 2 Solve for d, given the following parameter values: k -40,000 g/s k2 = 40 g/(s2 m0.5), m = 95 g, g 9.81 m/s2 , and h = 0.43 m h+ d 8.34 Real mechanical systems may involve the deflection of non- linear springs. In Fig. P8.34, a mass m is released a distance h above a nonlinear spring. The resistance force F of the spring is given by (Kid +k2d32) Conservation of energy can be used to show that 2k2d5/2 1 2 Solve for d, given the following parameter values: k -40,000 g/s k2 = 40 g/(s2 m0.5), m = 95 g, g 9.81 m/s2 , and h = 0.43 m h+ d