已知a 2x的平方 3x 2,B=2x^2-4x-5

X1,X2是方程2x的平方+3x-4=0的两个实数根x1+x2=-3/2x1x2=-2x1^2+2x1x2+x^2=9/4x1^2-2x1x2+x^2=9/4-4x1x2(x1-x2)^2=41/4x

代入x,y得3a1+4b1=c13a2+4b2=c2那么3a1x+2b1y=5c1=15a1+20b13a2x+2b2y=5c2=15a2+20b2移项得3a1(x-5)+2b1(y-10)=03a2

把第二个方程的两个方程的两边都除以5a1*(3x/5)+b1(2y/5)=c1a2*(3x/5)+b2(2y/5)=c2令m=3x/5,n=2y/5所以a1m+b1n=c1a2m+b2n=c2a1x+

由根与系数的关系可得：x1+x2=-a2，①y1+y2=-5a，②①-②得：x1-y1+x2-y2=-a2+5a．又∵x1-yl=x2-y2=2，∴a2-5a+4=0解得a=1或4．∵方程y2+5ay

1.3A+6B=15xy-6x-9=(15y-6)x-9与X值无关,则X的系数等与0此时X取什么值(15y-6)x都为0则Y=6/152.设这种上衣有x件500÷（1+25%)x×(1+15%)=69

x^2-3x+2=0(x-2)(x-1)=0x=2或x=1当x=2时x^2+1/x^2=2^2+1/2^2=4+1/4=17/4当x=1时x^2+1/x^2=1^2+1/1^2=1+1=2

易知x1+x2=7/3,x1x2=2/3,所以（X1+2）(X2+2)=28/3Ⅰx1^2-x^2Ⅰ=(x1+x^2)^2-2x1x2=49/9-4/3=37/9再问：第二题不对吧？？再答：我一般做的

f(x)=x^2+2a^2x-1(a为常数)f(x)=x^2+2a^2x+a^4-a^4-1=(x+a^2)^2-1-a^4易知f(x)在区间[2,4]为增函数故在该区间f(x)max=f(4)=(4

x²+7x-3=0x1+x2=-7;x1x21=-3x1²+x2²=(x1+x2)²-2x1x2=49+6=55(x1-x2)²=(x1+x2)&su

x^2/4+y^2/b=1x^2=(4b-4y^2)/bx^2+2y=(4b-4y^2)/b+2y=[-4(y+b/4)^2+b^2/4]/by=-b/4x2+2y的最大值=b/4

因为-（a平方）一定小于2.则最大就是x=4的时候15+8a的平方

∵ax=2，ay=3，∴a2x=（ax）2=4，a3y=（ay）3=27，∴a2x+3y=a2x×a3y=4×27=108．

题目有误已知(3-2x)^5=ao+a1x+a2x^2+a3x^3+a4x^4+a5x^5求ao-a1+a2-a3+a4-a5=?和ao+a2+a4=?的值令x=1(3-2)^5=ao+a1+a2+a

x^2+1/x^2=(x+1/x)^2-2=2

-x²+2x=-(x-1)²+10

1、∵f(x)=x2-ln(x+1/2)∴f′(x)=2x-1/(x+1/2)令f′(x)=0得x=-1（舍去）x=1/2且x0,∴单调递减区间是[0,1/2)单调递增区间是[1/2,1]∵f(0)=

方程组a1x+y=c1a2x+y=c2的解是x=3y=2,所以3a1+2=c1,3a2+2=c2,代入a1x-y=a1+c1,a2x-y=a2+c2,得a1x-y=4a1+2,a2x-y=4a2+2,

函数f(x)=-ax2+2a2x-1的对称轴为x=-a^2,且函数f(x)=-ax2+2a2x-1为下凸（上凹）函数故其在（-∞,-a^2)上为单调递减,在[-a^2,∞)上单调递增-a^2≤0,故函

韦达定理：一元二次方程aX^2+bX+C=0﹙a≠0﹚中,两根X1,X2有如下关系：X1+X2=-b/a,X1·X2=c/a.3x^2-2x-2=0a=3,b=-2,c=-2,-b/a=2/3,c/a

2x+3y=1P(2,3),代入两方程得到2A1+3B1=12A2+3B2=1P1(A1,B1),P2(A2,B2)显然在直线2x+3y=1上