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    5x^2+3x-5=21
    100/1.0404^2+100/1.0404^3+100/1.0404^4=X
    0.074*sin(x)/cos(x-5)+0.01*(1+sin(x)) =1
    X/1.048^5+X/1.048^4+X/1.048^3+X/1.048^2+X/1.048^1=1000
    X/1.048^5+X/1.048^4+X/1.048^3+X/1.048^2+X/1.048^1=1000
    X/1.048^5+X/1.048^4+X/1.048^3+X/1.048^2+X/1.048^1=1000
    X/1.048^5+X/1.048^4+X/1.048^3+X/1.048^2+X/1.048^1=1000
    X/1.048^5+X/1.048^4+X/1.048^3+X/1.048^2+X/1.048^1=1000
    X/1.048^5+X/1.048^4+X/1.048^3+X/1.048^2+X/1.048^1=1000
    X/1.048^5+X/1.048^4+X/1.048^3+X/1.048^2+X/1.048^1=1000
    X/1.048^5+X/1.048^4+X/1.048^3+X/1.048^2+X/1.048^1=1000
    X/1.048^5+X/1.048^4+X/1.048^3+X/1.048^2+X/1.048^1=1000
    X/1.048^5+X/1.048^4+X/1.048^3+X/1.048^2+X/1.048^1=1000
    0.074*sin(x)/cos(x-5)+0.01*(1+sin(x)) =1
    7.4*sin(x)/cos(x-5)+10*(1+sin(x)) =1
    0.074*sin(x)/cos(x-5)+10*(1+sin(x)) =1
    0.074*sin(x)/cos(x-5)+10*(1+sin(x)) =1
    0.074*sin(x)/cos(x-5)+100*(1+sin(x)) =1
    0.074*sin(x)/cos(x-5)+0.01*(1+sin(x)) =1000
    0.074*sin(x)/cos(x-5)+0.01*(1+sin(x)) =1000

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