已知函数y=-2分之1x平方-3x-2分之5
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[(x的平方+y的平方)-(x-y)的平方+2y(x-y)]/4y=1(x²+y²-x²+2xy-y²+2xy-2y²)/4y=1(4xy-2y
x-3y=0x=3y(2x+y)/(x^2-2xy+y^2)÷1/(x-y)=(2x+y)/(x-y)^2÷1/(x-y)=(2x+y)/(x-y)^2*(x-y)=(2x+y)/(x-y)=(2*3
(x-y)/(x+y)=(x-y)(x+y)/[(x+y)^2]=(x^2-y^2)/[x^2+y^2+2xy]=2xy/[x^2+y^2+x^2-y^2]=2xy/(2x^2)=y/xx^2-y^2
将(2,2)代入y=k/xk=xy=2×2=4y=4/x将(2,2)代入y=ax²+x-12=4a+2-14a=1a=1/4y=1/4x²+x-1=1/4(x²+4x)-
x/y=1/2y=2x(x^2+2xy+y^2)/(x^2-xy+y^2)=(x^2+2x*2x+(2x)^2)/(x^2-x*2x+(2x)^2)=9x^2/3x^2=3
y分之x=2分之1y=2x所以原原式=(x²-2x²-8x²)分之(x²+4x²+4x²)=-9分之9=-1
【1】∵y=x²-mx+(m²+1)/2的判别式=m²-2(m²+1)=-m²-2∵m²≥0∴-m²-2=-(m²+2)
y=-2分之1x平方-3x-2分之5=-1/2(X^2+6X+9)+9/2-5/2=-1/2(X+3)^2+2⑴顶点坐标(-3,2),对称轴X=-3.⑵当X=-3时,Y最大=2.⑶令Y=0得X=-3±
y=2x/3则xy=2x2/3y2=4x2/9所以原式=(2x2/3)/(x2+4x2/9)-(4x2/9)/(x2-4x2/9)=(2/3)/(1+4/9)-(4/9)/(1-4/9)=6/13+4
(1)y=(1+b)/x是增函数1+
x指数必须为2m²+1=2m²=1m=±1且二次项系数(m-1)/2≠0,m-1≠0,m≠1因此只能取m=-1
x的平方+2xy+y的平方分之x的平方-y的平方=(x+y)(x-y)/(x+y)²=(x-y)/(x+y)∵x+y=2,x-y=1∴原式=1/2
函数f(x)=x的平方+1分之ax+b是奇函数b=0f(1)=2代入得2=a/2a=1f(x)=x/(1+x^2)再问:题不是那样的,是ax+b/x的平方+1,x的平方加一是一个整体,ax+b是分子再
y=(x+1)分之[(x+1)²+2]=(x+1)+(x+1)分之2x+1>0y≥2√(x+1)·(x+1)分之2=2√2x+1<0y≤-2√(x+1)·(x+1)分之2=-2√2所以
解y=-1/2x²-x+4=-1/2(x²+2x)+4=-1/2(x²+2x+1)+1/2+4=-1/2(x+1)²+9/2∴对称轴为:x=-1顶点坐标为:(-
f(x)=x^2/(1+x^2),将1/x带入得到f(1/x)=1/1+x^2,所以f(x)+f(1/x)=1,(1)1.1(2)1(3)1+1+1+.1=2012
(x+y)/(x-y)=3/2[(x/y)+1]/[(x/y)-1]=3/23(x/y)-3=2(x/y)+2x/y=5y/x=1/5(x^2+y^2)/xy=x/y+y/x=5+1/5=26/5
简略写写ps:这个好像不难,平日里多做点题
y分之x=2分之1y=2x所以原原式=(x²-2x²-8x²)分之(x²+4x²+4x²)=-9分之9=-1