x:y:z=1:2:3 x+y+z=36 求x,y,z(完整解方程格式)
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x:y:z=1:2:3x+y+z=36求x,y,z(完整解方程格式)x:y:z=1:2:3x+y+z=36求x,y,z(完整解方程格式)x:y:z=1:2:3x+y+z=36求x,y,z(完整解方程格
x:y:z=1:2:3 x+y+z=36 求x,y,z(完整解方程格式)
x:y:z=1:2:3 x+y+z=36 求x,y,z(完整解方程格式)
x:y:z=1:2:3 x+y+z=36 求x,y,z(完整解方程格式)
设x=a
∵x:y:z=1:2:3
则有 y=2a z=3a
x+y+z=36
a+2a+3a=36
6a=36
a=6
x=a=6
y=2a=2×6=12
z=3a=3×6=18
x:y:z=1:2:3
所以y=2x z=3x 代入x+y+z=36得
x+2x+3x=36
x=6
y=2x=12
z=3x=18
y=2x z=3x x y z=x 2x 3x=36 解得:x=6 可知:y=12 z=18
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x+2y=3 x+y+z=36 2x+y+z=15 2y=3z x-y=1 x+2y+z x-z=-1 2x+z-y=18 x+y+2z=17x+2y=3 2y=3z x-y=-1x+y+z=36 x-y=1 2x+z-y=18 2x+y+z=15 x+2y+z=16 x+y+2z=17
解一道方程,如下{x:y:z=1:2:3 x+y+z=36