已知y=x x²-x x²-1 x²-2x 1-2 x 1
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由于f(x)=2xx+1,则f(1x)=2x1x+1=21+x,∴f(x)+f(1x)=2.∴f(12008)+f(12007)+…+f(12)+f(1)+f(2)+…+f(2008)=[f(1200
(x-y)(x+y)(xx-yy)=(x^2-y^2)(x^2-y^2)=x^4-2x^2y^2+y^4
X:Y:Z=1:2:3因为:14(XX+YY+ZZ)=(X+2Y+3Z)^214(XX+YY+ZZ)-(X+2Y+3Z)^2=013X^2+10Y^2+5Z^2-4XY-6XZ-12YZ=0(4X^2
(x²+xy-12)²+(xy-2y²-1)²=0由于平方数都大于或等于0,所以上式成立的前提是:(x²+xy-12)²=0,即:x&sup
∵x>0∴y=xx2+x+1=1x+1+1x又∵x+1x≥2x•1x=2∴1y=x+1x+1≥ 3,当且仅当x=1时等号成立∴0<y≤13,即函数的值域为(0,13]故答案为:(0,13]
(xx)/(xxxx+xx+1)=x^2/(x^4+x^2+1)=1/x^2+1+x^2=x^2+1/x^2+2-1=(x+1/x)^2-1=3^2-1=8
根据题意得,xx2−x÷x2−1x2−2x+1−2x+1=13,xx(x−1)×(x−1)2(x−1)(x+1)-2x+1=13,-1x+1=13,解得x=-4,经检验x=-4是原方程的根;∴原方程的
由已知方程可得:X^2=4X-1然后将分式中的X平方换成4X-1X的四次方换成X平方的平方再整理再将整理后的X平方继续换成4X-1最后化简:分子为4X-1分母为15(4X-1)得答案1/15这个题主要
(1)证明:设x1,x2为区间(1,+∞)上的任意两个实数,且1<x1<x2,则f(x1)-f(x2)=x1x1−1-x2x2−1=x2−x1(x1−1)(x2−1)∵1<x1<x2,∴x2-x1>0
x²-1=-x两边除以xx-1/x=1两边平方x²-2+1/x²=1x²+1/x²=3x²+1/x²=3两边平方x^4+2+1/x
2/9再问:过程,谢谢再答:由题目得y/x=2/3xy/xx+yy-yy/xx-yy=y/x-(y/x)²=2/3-4/9=2/9
x/(xx+x+1)=a分子分母除以x,1/(x+1+1/x)=a,x+1/x=1/a-1,两边平方xx+2+1/xx=(1/a-1)^2xx+1/xx=(1/a-1)^2-2xx/(xxxx+xx+
x2+y2-z2+2xy/x2-y2+z2-2xz=(x+y)2-z2/(x-z)2-y2=(x+y-z)(x+y+z)/(x-y-z)(x-z+y)=(x+y+z)/(x-y-z)然后就是代入了
x^2-5x+1=0方程两边同除以xx-5+1/x=0x+1/x=5(x^4+1)/x^2=x^2+1/x^2=(x+1/x)^2-2=5^2-2=25-2=23方可以用“^”表示再问:(x^4+1)
xx+yy+4x-6y+13=0整理得:(x+2)^2+(y-3)^2=0那么只有(x+2)=0(y-3)=0x=-2y=3(x^2-2x)/(x^2+3y^2)=(4+4)/(4+3*9)=8/31
x^2+x-x^2-y=3x-y=3(x-y)^2=9x^2+y^2-2xy=9(x^2+y^2)/2-xy=9/2
x^2-2x+y^2+6y+10=0(x-1)^2+(y+3)^2=0所以x=1,y=-3x+y=-2x^2表示x的平方
XX+YY+4X-6Y+13=0(X+2)²+(Y-3)²=0X+2=0Y-3=0X=-2Y=3X的Y次方=-8
x(x+1)-(xx+y)=-3x^2+x-x^2-y=-3x-y=-3(xx+yy)/2-xy=(x^2+y^2-2xy)/2=(x-y)^2/2=(-3)^2/2=9/2再问:是对的吧!再答:当然