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Let   R and the three vectors  a = k ˆ3j ˆi ˆ   ,

Let   R and the three vectors  a = k ˆ3j ˆi ˆ   ,  b = k ˆ–j ˆi ˆ2   and  c = k ˆ3j ˆ2–i ˆ  . Then the set S = { :  a ,  b and  c are coplanar} (1) contains exactly two numbers only one of which is positive (2) is singleton (3) contains exactly two positive numbers

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