x :y =5:3,x:z=7:3,2x-y-z=34是一个3元
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![x :y =5:3,x:z=7:3,2x-y-z=34是一个3元](/uploads/image/f/888174-54-4.jpg?t=x+%3Ay+%3D5%3A3%2Cx%3Az%3D7%3A3%2C2x-y-z%3D34%E6%98%AF%E4%B8%80%E4%B8%AA3%E5%85%83)
x:y:z=(3y/5):y:(7y/4)=(3/5):1:(7/4)=12:20:35再问:已知x+2y-z=02x+3y+z=0求x:y
x+y+z=A(3x+7y+z)+B(4x+10y+z)易知3A+4B=1,7A+10B=1,A+B=1,解得A=3,B=-2,所以原式=3*5-2*6=3,以后也是这样做就好了!给分吧!
(5x+3y+2z)+(4x+6y+7z)=2011+20129(x+y+z)=4023x+y+z=447
有这样的公式:a^3+b^3+c^2-3abc=(a+b+c)(a^2+b^2+c^2-ab-bc-ca)左边减右边,证明:(x+y-2z)^3+(y+z-2x)^3+(z+x-2y)^3-3(x+y
93x+7y+z=5所以6x+14y+2z=10又因为4x+10y+z=3所以2x+4y+z=7原题中两式相减得x+3y=-2所以x+y+z=9
解法2:2x+5y+4z=0式①3x+y-7z=0式②x+y-z=?式①×3-式②×23(2x+5y+4z)-2(3x+y-7z)=015y+12z-2y+14z=013y+26z=0式③式①-式②×
1)2x+z=3,8x+4z=123x+y-z=8,9x+3y-3z=24x+3y+2z=38x-5z=21,9z=-9,z=-1,x=2,y=12)5x+2y-3z=2x+2y+z=6,4x-4z=
x+y-z=6,①x-3y+2z=1,②3x+2y-z=-7③①-②得4y-3z=5④①*3-③得y-2z=25⑤④-⑤*4得5z=-95z=-19代入⑤得y+38=25y=-13代入①得x-13+1
x-y-z=-1(1)3x+5y+7z=11(2)4x-y+2z=-1(3)(1)*2+(3)得6x-3y=-32x-y=-1(4)所以2x-y=4x-y+2z=-1x+z=0代入(2)有5y+4z=
x+4y+3z=3x-2y-5z=0则x+4y+3z=0①3x-2y-5z=0,则6x-4y-10z=0②①②两式相加,得7x-7z=0,所以x=z代入①,得z+4y+3z=0,所以y=-z所以x+2
int x=5,y=7,z;//x=5,y=7,z=?z=x>y?5>3?++x+y:x:++x-y++;//此句分解为下面语句if(x>y)//此条件不成立直接else{
3x+7y+z=5.(1)4x+10y+z=3.(2)(1)*3-(2)*2有9x+21y+3z-(8x+20y+2z)=5*3-3*2x+y+z=15-6x+y+z=9
是三元一次方程组吗?是的话过程很多……再问:是三元一次方程再答:5x-3y+z=2(1)5x+2y-4z=3(2)-5x+y-z=2(3)(1)+(3),得:-2y=4y=-2(4)(2)+(3),得
2x+y+z=10(1)x+2y+z=-6(2)x+y+z=8(3)(2)-(3):y=-14(4)(1)-(2):x-y=16(5)把(4)代入(5):x+14=16x=2(6)把(4)和(6)代入
已知,2x+5y+4z=6,3x+y-7z=-4,可得:2(2x+5y+4z)+3(3x+y-7z)=2*6+3*(-4)=0;即有:13(x+y-z)=0,所以,x+y-z=0.
题目设置挺好的不会很变态,没什么难度由4x-3y-6z=0,x+2y-7z=0,可以解得x=3z,y=2z,将它代入代数式5x*5x+2y*2y-z*z/2x*2x-3y*3y-10z*10z=(25
解法1:2x+5y+4z=0式①3x+y-7z=0式②x+y-z=?式③式①=0,式②=0,所以式①-式③=式②-式③即:2x+5y+4z-x-y+z=3x+y-7z-x-y+zx+4y+5z=2x+
3x+7y+z=5.(1)4x+10y+z=3.(2)(1)*3-(2)*2得x+y+z=15-6=9所以x+y+z=9
这个题目没有问题么,我是说最后一个式子确定是z+5y+8z=-2?如果没有问题的话:x+y+z=1;①x+3y+7z=-1;②z+5y+8z=-2③①-②2Y+6Z=-2Y=(-2-6Z)/2=-1-
设x/2=y/3=z/5=ax=2ay=3az=5a是不是求的是:(x+3y-z)/(x-3y+z)?若是,如下:(x+3y-z)/(x-3y+z)=(2a+9a-5a)/(2a-9a+5a)=-3