设x+2y=a(3x+y)+b(x+3y)=(3a+b)x+(a+3b)y
根据x y的对应系数相同得:
(1)3a+b=1
(2)a+3b=2
(1)*3-(2)得:8a=1 a=1/8
b=5/8
因为3x+y=k-1,x+3y=3
所以x+2y=1/8(3x+y)+5/8(x+3y)=1/8(k-1)+5/8*3=1/8k+14/8
因为2
设x+2y=a(3x+y)+b(x+3y)=(3a+b)x+(a+3b)y
根据x y的对应系数相同得:
(1)3a+b=1
(2)a+3b=2
(1)*3-(2)得:8a=1 a=1/8
b=5/8
因为3x+y=k-1,x+3y=3
所以x+2y=1/8(3x+y)+5/8(x+3y)=1/8(k-1)+5/8*3=1/8k+14/8
因为2