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    Overview: 1 questions will be solved this time.Among them
           ☆1 arithmetic calculations

[1/1 Formula]
    Work: Calculate the value of equation (0.05*sin(3*π/4)+0.06*sin(π/4))/(0.05*cos(3*π/4)-0.06*cos(π/4)) .
    Question type: Mathematical calculation
    Solution:
          (0.05*sin(3*π/4)+0.06*sin(π/4))/(0.05*cos(3*π/4)-0.06*cos(π/4))
        =(0.05*sin2.356194+0.06*sin(π/4))/(0.05*cos(3*π/4)-0.06*cos(π/4))
        =(0.05*sin2.356194+0.06*sin0.785398)/(0.05*cos(3*π/4)-0.06*cos(π/4))
        =0.077781/(0.05*cos(3*π/4)-0.06*cos(π/4))
        =0.077781/(0.05*cos2.356194-0.06*cos(π/4))
        =0.077781/(0.05*cos2.356194-0.06*cos0.785398)
        =0.077781/(-0.077781)
        =-1

    Answer:(0.05*sin(3*π/4)+0.06*sin(π/4))/(0.05*cos(3*π/4)-0.06*cos(π/4))=-1
    Note: Radian


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