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    4*5*(n-2)^3-3*4*(n+6)*(n-2)^2+2*3*(8*n+3)*(n-2)-2*(19*n-22)=0
    48000÷x=60000÷x+400
    5*(n-2)^4-4*(n+6)*(n-2)^3+3*(8*n+3)*(n-2)^2-2*(19*n-22)*(n-2)+(14*n-15)=0
    x/48000=x+400/60000
    2*x^4-16*x^3+36*x^2-18*x=0
    (n)^5-(n+6)*(n)^4+(8*n+3)*(n)^3-(19*n-22)*(n)^2+(14*n-15)*(n)-3*n=0
    (n-2)^5-(n+6)*(n-2)^4+(8*n+3)*(n-2)^3-(19*n-22)*(n-2)^2+(14*n-15)*(n-2)-3*n=0
    x^6-13x^5+59x^4+(22-19*7)x^3+(14*7-15)x^2-21x=0
    -x^2+9x-20=0
    2x^4-16x^3+39x^2-29x=0
    x^4-16x^3+92x^2-227x+206=0
    8x^3-96x^2+368x-452=0
    36x^2-288x+552=0
    96x-384=0
    2-a=-2a-8
    x^2=x+3
    25*x*x-32*x+7=0
    8.99x^3+111.7x^2-2450.67=0
    8.99x^3+111.7x^2-2473.8=0
    10.34x^3+82.67x^2-682.98=0

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