Y=AB AC BC化简

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1.5y+8y-6y=2y-3

移项、得1.5y=-3系数化为一、y=-2很简单的呀

化简[(3x+4y)^2-(2x+y)(2x-y)+(-x+y)(5x-y)]除以-2y,其中x=-1,y=1

原式=(9x²+24xy+16y²-4x²+y²-5x²+6xy-y²)÷(-2y)=(30xy+16y²)÷(-2y)=-15x

y''''+y''+y=0 通解

其次方程解设为e^(ax)代入有a^4+a^2+1=0=>a^2=e^(j2π/3)或e^(j4π/3)推出次方程的四个解为e^(jπ/3)e^(j2π/3)e^(j4π/3)e^(j5π/3)故原方

已知x小于等于y,化简x+y-|x-y|=

因为x≤y所以x–y≤0即|x–y|=-(x–y)=y–x所以x+y-|x-y|=x+y-(y–x)=2x

已知x =2y 化简(根号y/根号x -根号y )-(根号y/根号x +根号y)

(根号y/根号x-根号y)-(根号y/根号x+根号y)={根号y(根号x+根号y)}/(x-y)-{根号y(根号x-根号y)}/(x-y)=(y+y)/(x-y)因为x=2y所以原式=2y/y=2

y=sinx+cosx,y=sinx-cosx化简

sinx+cosx=√2*sin(x+π/4)sinx-cosx=√2*sin(x-π/4)再问:能在详细点吗?谢谢啦再答:就是利用sin(A+B)=sinAcosB+cosAsinB和sin(A-B

化简(x+y)+(2x+1/2y)+(3x+2/3y)+(4x+3/4y)+...+(9x+8/9y)=?

化简(x+y)+(2x+y/1*2)+(3x+y/2*3)+...+(9x+y/8*9),并求当x=2,y=9时的值(x+y)+(2x+y/1*2)+(3x+y/2*3)+...+(9x+y/8*9)

求y'=y/(y-x)

∵令y=xt,则y'=xt'+t代入原方程,得xt'+t=t/(t-1)==>xt'=(2t-t^2)/(t-1)==>(t-1)dt/(2t-t^2)=dx/x==>2dx/x+[1/t+1/(t-

求此微分方程的通解:y''+y'=y'y

令p=y'则y"=pdp/dy代入原式:pdp/dy+p=pydp/dy+1=ydp=(y-1)dy积分:p=(y-1)²/2+c1即dy/dx=(y-1)²/2+c12dy/[(

化简:f(y)=(25y^2-5y+1)(5y+1)-5(1-4y^2)

第一个是立方和所以f(y)=(5y)³+1³-5+20y²=125y³+20y²-4

化简:【(x-y)的2次方+(x+y)(x-y)】除以2x,其中x=3,y=1.5

原式=[(x-y)(x-y)+(x+y)(x-y)]/2x=(x-y)(x-y+x+y)/2x=(x-y)·2x/2x=x-y=3-1.5=1.5

2y''+y'-y=0

2y''+y'-y=0特征方程:2r^2+r-1=0根为:-1,1/2y=C1e^(-x)+C2e^(x/2)

已知六位数abacbc,试判断六位数能否被7,11,13整除,说明理由

很显然六位数abacbc是不能被7,11,13整除的正如一楼所说:abacbc=101000a+10010b+101c这三个数没有什么必然的联系用特殊值法也可以说明例如414515,7,11,13都不

化简(2x^3y^3+x^4y^2+x^2y^4)^2-x^2y^2(x+y)^2,x=2012,y=-2011

(2x^3y^3+x^4y^2+x^2y^4)^2-x^2y^2(x+y)^2=x^2y^2(x^2+2xy+y^2)-x^2y^2(x+y)^2=x^2y^2(x+y)^2-x^2y^2(x+y)^

y-12/y=?

(y^2-12)/y

已知y满足不等式(-y+1/2)-y>2+(y+2/3),化简/y+1/+/2y-1/=_____ 急!

(-y+1/2)-y>2+(y+2/3)=>-3y>3=>y/y+1/+/2y-1/=1-y+1-2y=2-3y

已知x=2009,y=2010.化简(x+y)*(x^2+y^2/x^4-y^4)

(x+y)(x²+y²)/(x^4-y^4)=(x+y)(x²+y²)/(x²+y²)(x²-y²)=(x+y)/(x&

2(x+y)-3分之2(x-y)-3(x+y)+3分之2(x-y)化简 其中x=-2,y=1

2(-2+1)-2/3(﹣2-1)-3(﹣2+1)+2/3(﹣2-1)=1