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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    2000x=(2.375-2400x)^2
    (x*2*0.75-5)/2=36
    1000x=(2.125-4000x)^2
    (3x-4)^2=16*(9-(x-3)^2)
    e[ln2x/lnx]
    (4+4t)*(-1+t)
    2.675=x(1-cos(2148.75/x))
    2.675=X
    (6.08240-1424.225/(213.206+x))*(8-(6.08232-1445.58/(209.43+x)))/(8*(6.08240-1424.225/(213.206+x)*(6.08232-1445.58/(209.43+x))))=0.595
    x+(1-9/4)x=280
    (400−x)(8+x÷10)=5600
    ex*tanx/(1-x)
    450Q*0.13-15Q-30.4=0
    (450Q*0.13-15Q-30.4)*0.12=0
    (450Q*0.13-15Q-30.4)=0
    (x-1)^4
    450Q-(70+240Q+171+69.02)-(450Q*0.13-15Q-30.4)*0.12=0
    -m+3=2/3*(-m*m+2m+3)
    179.58=x-(X/1.13*0.12)
    15x-4.9x*x=11

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