Mathematics
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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    -30sin(x) - (1296/25*sin(x))/(324/25 + 9 - 108/5*cos(x))^(1/2) + 216/5*sin(x)=0
    -29.4sin(x) - (1296/25*sin(x))/(324/25 + 9 - 108/5*cos(x))^(1/2) + 216/5*sin(x)=0
    -29.4sin(x) - (1296/25*sin(x))/(324/25 + 9 - 108/5*cos(x))^(1/2) + 54/5*sin(x)=0
    -3*9.8sin(x) - (1296/25*sin(x))/(324/25 + 9 - 108/5*cos(x))^(1/2) + 54/5*sin(x)=0
    -30sin(x) - (1296/25*sin(x))/(324/25 + 9 - 108/5*cos(x))^(1/2) + 54/5*sin(x)=0
    ((X-300)*0.75)/3300=((x-300-360)*0.75)/3000
    (X-300)*0.75/3300=(x-300-360)*0.75/3000
    (X-300)*0.75/3300=((X-300)*0.75-75)/3150
    (x-300-360)*0.75/3000=((X-300)*0.75-75)/3150
    x*99.975%-132.000*100.025%=1/10
    x*99.975%-132.041*100.025%=1/10
    3y-8=2y+5
    1.8X=5.6
    7x-8.4=2
    m^2-2*m+10=0
    x^4-4*x^3-100*x^2+1600=0
    13.11c=(3.3+c)×7.92
    13.11c=(3+c)×7.92
    (50+x)/(25+x)=1.7
    4.74×n^20+6×n^19=29.293

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