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[M2] simple matrix

simple matrix

i forgot the approach ,  thnx ar

[ 本帖最後由 lead113 於 2014-4-17 03:43 PM 編輯 ]
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[隱藏]
It asks for at least one solution, so check the determinant first
your determinant is now (s+2t)^2

if s=/= -2t, then you have unique solution, i.e fulfill at least one solution

if s = -2t, then your system will be

2tx + 4ty = 7
tx + 2ty = 3

and

tx + 2ty = 7/2
tx + 2ty = 3

giving you a contradicting result.

So you should choose any value as of s and t, not including s=-2t will be alright.
Hope i can help you

[ 本帖最後由 LAnews 於 2014-4-17 05:28 PM 編輯 ]

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引用:
原帖由 LAnews 於 2014-4-17 04:49 PM 發表
So you should choose any value as of s and t, not including s=-2t will be alright.
thanks, but for fixed value, isnt it means we have to find a particular value?

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引用:
原帖由 lead113 於 2014-4-17 06:09 PM 發表

thanks, but for fixed value, isnt it means we have to find a particular value?
It means s,t are constant.

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回覆 4# 桃子 的帖子

that means we can take any value as a constant value? seems a bit strange

[ 本帖最後由 lead113 於 2014-4-24 09:53 PM 編輯 ]

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係呢度係 姐係唔只一個答案 只要s=/= -2t 無論s同t係咩 你都會出到unique solution, 因為det=/=0

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