Answer the question by using MATLAB software. WRITE A SCRIPT TO DO THIS TASK: GENERATE A TABLE BY USING MATLAB.

PART 4:

A cylindrical tank has a height H-hc+2r where hc is the cylindrical height only and radius r. The tank has a semi-spherical top and a semi- spherical bottom. If the height of the liquid is h, what is the volume of the liquid in the tank? Clearly, the calculations of the volume of the liquid in the tank depends upon the relationship between H, h and r. If h is less than or equal to r, the volume of partially filled semi-sphere is If h is greater than r but less than or equal to H-r, the volume of fully filled bottom hemisphere and partially filled cylinder is H-height of tank h-height of water r-radiusr If h is greater than H-r and less than or equal to H the volume is (h-(H-r)3 Calculate the volume of the liquid in the tank from zero to height of H in 1 meter increments after calculating specific volumes in part of 3) of this exercise