Let = [
1 2
3 6
] = [
2 3
−1 0
]. Find
2 − −
2
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a+2b+2c=72a+3b+6c=133a+4b+12c=k
⇒a+2b+2c=3k...(1)2a+3b+6c=7k....(2)3a+4b+12c=13k....(3)
Eliminating a from (1) and (2), we get
b−2c=−k....(3)
Similarly, eliminating a from (1) and (3), we get
2b−6c=−4k...(4)
From (3) and (4), we get b=c=k...(5)
Using the above value in (1) we get a=−k....(6)
From (5) and (6), a:b:c=−1:1:1
Also, a2+b2+c2=1⇒k=±31
Hence, direction cosines are (−31,31
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