y=(x-3)分之2x 1
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(2x-y)/(x+3y)=2所以原式=2(2x-y)/(x+3y)-3(x+4y)/(2x-y)=2(2x-y)/(x+3y)-3/[(2x-y)/(x+3y)]=2×2-3/2=5/2
原式=16x²-24xy+9y²-25x²-10xy-y²+9x²-6xy-8y²=-40xy=-40*1/3*6=-80
观察a与0的关系,结合对称轴x=0得到Y1再问:没懂再答:你是初三的吗?初三应该能画出图像了可以任意取点XA、XB显然XB>XA>0,0>XA>XB如果到高中可以证明函数在单调
令g(x)=x2ln(1+x1−x),x∈[-12,12],则g(-x)=x2ln(1−x1+x)=-g(x),即g(x)为奇函数,∴g(x)max+g(x)min=0,∵3+x2ln(1+x1−x)
由y=3-x1+2x(x≥0),得x=3-y2y+1≥0.∴-12<y≤3.答案:(-12,3]
x+y分之x-y=2求x+y分之3x-3y减x-y分之2(x+y)的值x+y分之x-y=2x-y=2(x+y)(x+y)分之(3x-3y)-(x-y)分之2(x+y)的值x+y分之3x-3y=(x+y
x+y分之x-y=2x-y=2(x+y)求x+y分之3x-3y=(x+y)分之3(x-y)=(x+y)分之6(x-y)=6-x-y分之2(x+y)=-(x+y)分之2(x+y)=-2
利用x1+X2=-B/A,x1x2=C/A(1)1/x1+1/x2=(x1+x2)/x1x2=-(-6/2)/(3/2)=-2(2)在菱形ABCD中边长是5,所以有OA^2+OB^2=5^2=25OA
设五个等边三角形的边长分别为2a1,2a2,2a3,2a4,2a5由于对应的五个高即y1=√3a1,y2=√3a2,y3=√3a3,y4=√3a4,y5=√3a5结合x1y1=x2y2=x3y3=x4
X1+X2=3/2X1*X2=-5/2(1)1/X1+1/X2=(X1+X2)/X1*X2=-3/5(2)x1²+x2²=(X1+X2)²-2*X1*X2=29/4(3)
因为sin最值是-1和1所以f(x1)
联立这两个方程,消去y得10x²+12mx+3m²+6=0(记为方程3)x1,x2为方程3的两个根,所以,方程3的判别式必须>0,得144m²-4×10×(3m²
y1=x1+2,y2=x2+2,(y1-y2)=(x1-x2)√[(x1—x2)^2+(y1—y2)^2]=√2|x1-x2|连立代入有:x^2-2x+3=x+2x^2-3x+1=0|x1-x2|=√
(1)解是x1等于a,x2等于a分之2(2)在方程x+X分之2=a+a分之2两边同时乘以ax,得出a乘以(x的平方)+2a=(a的平方)乘以x+2x,移项后得到a乘以(x的平方)-(a的平方+2)乘以
三分之X-Y+四分之X+Y=-2(1)六分之X-Y-八分之X+Y=3(2)(1)*1/2得六分之X-Y+八分之X+Y=-1(3)(2)+(3)得三分之X-Y=2,X-Y=6设Y=X-6(4)代入(1)
x1+x2=-3/2x1x2=-21/x1+1/x2=(x1+x2)/x1x2=(-3/2)/(-2)=3/4x1²+x2²=(x1+x2)²-2x1x2=(-3/2)&
X1+X2=-6/2=-3X1*X2=-3/21/X1+1/X2=(X1+X2)/(X1X2)=-3/(-3/2)=2
f[(x1+x2)/2]=2^[(x1+x2)/2][f(x1)+f(x2)]/2=(2^x1+2^x2)/2由基本不等式(2^x1+2^x2)/2≧√[(2^x1)(2^x2)]=2^[(x1+x2