Question: Write the program in MIPS to find the angle trajectory in degrees first however calculate the arcsin using Taylor series and not built in functions.

Write the program in MIPS to find the angle trajectory in degrees first however calculate the arcsin using Taylor series and not built in functions. Then continue the program to calculate the time of flight in seconds and maximum height in feet using sin Taylor series. The program should take the input range in yards and the maximum range is 42240 yards with initial velocity of 2500 foot per second.
Make sure that everything is in floating point registers and not integers; use stack if more memory registers are required.
Finally, do not use li.s or l.s functions to load floats into register with numbers as well. Please give the correct and accurate code which works; that would be great help and really appreciated since I am trying to work on this project from a long time and connot figure it out.
Use specifically the below equations to write the program and give the complete program.

Thank you so much
ENIAC (Electronic Numerical Integrator and Computer) was on of the first general purpose computers and was developed primarily to calculate artillery firing tables used by Naval ships and Army artillery cannons. The benefit of ENIAC was the increase of performance compared to hand calculations, increasing the speed of calculations from 20 hours to 30 seconds (not including 'programming' time). The main 16-inch guns on the USS Missouri (BB-63) shoot a 2700-pound projectile at initial velocity of 2500 foot per second and have a maximum range of 24 miles. Given the information above and your knowledge from physics write a program in MARS MIPS that takes a user's input for range ( R) in yards and print out the Time-of-Flight (tflight) in seconds, Maximum Height reached (hMAX) in feet, and the Angle Trajectory (0) in degrees. Neglect the effects of air-resistance and curvature of the earth. tflight=g2v0sinhMAX=2gv02sin2R=gv02sin2 Neglect the effects of air-resistance and curvature of the earth. tflight=g2v0sinhMAX=2gv02sin2R=gv02sin2
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