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9x^{2}-150x+625+\left(10x-35\right)^{2}+\left(1301x-38\right)^{2}
Usar teorema binomial \left(a-b\right)^{2}=a^{2}-2ab+b^{2} para expandir \left(3x-25\right)^{2}.
9x^{2}-150x+625+100x^{2}-700x+1225+\left(1301x-38\right)^{2}
Usar teorema binomial \left(a-b\right)^{2}=a^{2}-2ab+b^{2} para expandir \left(10x-35\right)^{2}.
109x^{2}-150x+625-700x+1225+\left(1301x-38\right)^{2}
Combina 9x^{2} e 100x^{2} para obter 109x^{2}.
109x^{2}-850x+625+1225+\left(1301x-38\right)^{2}
Combina -150x e -700x para obter -850x.
109x^{2}-850x+1850+\left(1301x-38\right)^{2}
Suma 625 e 1225 para obter 1850.
109x^{2}-850x+1850+1692601x^{2}-98876x+1444
Usar teorema binomial \left(a-b\right)^{2}=a^{2}-2ab+b^{2} para expandir \left(1301x-38\right)^{2}.
1692710x^{2}-850x+1850-98876x+1444
Combina 109x^{2} e 1692601x^{2} para obter 1692710x^{2}.
1692710x^{2}-99726x+1850+1444
Combina -850x e -98876x para obter -99726x.
1692710x^{2}-99726x+3294
Suma 1850 e 1444 para obter 3294.
9x^{2}-150x+625+\left(10x-35\right)^{2}+\left(1301x-38\right)^{2}
Usar teorema binomial \left(a-b\right)^{2}=a^{2}-2ab+b^{2} para expandir \left(3x-25\right)^{2}.
9x^{2}-150x+625+100x^{2}-700x+1225+\left(1301x-38\right)^{2}
Usar teorema binomial \left(a-b\right)^{2}=a^{2}-2ab+b^{2} para expandir \left(10x-35\right)^{2}.
109x^{2}-150x+625-700x+1225+\left(1301x-38\right)^{2}
Combina 9x^{2} e 100x^{2} para obter 109x^{2}.
109x^{2}-850x+625+1225+\left(1301x-38\right)^{2}
Combina -150x e -700x para obter -850x.
109x^{2}-850x+1850+\left(1301x-38\right)^{2}
Suma 625 e 1225 para obter 1850.
109x^{2}-850x+1850+1692601x^{2}-98876x+1444
Usar teorema binomial \left(a-b\right)^{2}=a^{2}-2ab+b^{2} para expandir \left(1301x-38\right)^{2}.
1692710x^{2}-850x+1850-98876x+1444
Combina 109x^{2} e 1692601x^{2} para obter 1692710x^{2}.
1692710x^{2}-99726x+1850+1444
Combina -850x e -98876x para obter -99726x.
1692710x^{2}-99726x+3294
Suma 1850 e 1444 para obter 3294.