(2x)^20×(x-1)^40/(3x+1)^60+1的极限Limx→ 无穷
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(2x)^20×(x-1)^40/(3x+1)^60+1的极限Limx→ 无穷
(2x)^20×(x-1)^40/(3x+1)^60+1的极限Limx→ 无穷
(2x)^20×(x-1)^40/(3x+1)^60+1的极限Limx→ 无穷
Limx→ 无穷((2x)^20×(x-1)^40/(3x+1)^60+1)
=Limx→ 无穷(2^20*x60/(3x)^60)
=2^20/3^60
忽略低次项,只考虑高次项
x{x+1}{x-1}}x-2}{x-3}-40
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x{x+1}{x-2}{x-3}-40
分解因式:x(x-1)(x+2)(x+3)-40
因式分解(x+1)(x-2)(x-3)(x-6)+20
计算:1/x(x-1)+1/(x-1)(x-2)+1/(x-2)(x-3)+.+1/(x-19)(x-20)
2x(x-1)-x(3x+2)=(-x-1)(x+6)-20
解方程X(X+1)-X(X-3)=2(X+1)(X-1)+20
x(x+1)²-x(x²-3)-2(x+1)(x-1)=20
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|x+1|-|x|+|x-2|-|-x+3|已知x+2
x^5-x^4+x^3-x^2+x-1
(X+1)X(X+2)X(X+3)=504
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