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If ǀbǀ>= -1 and x=-ǀaǀb, then which of the following is necessarily true? a) a-xb<0 b) a-xb>=0 c) a-xb>0 d) a-xb<=0
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|b|>=-1 means |b|>=0 because || this gives values alwys >=0
it can not give values less than zeros
|b|>= -1 is always true, for any b
it can not equal ..>= mean minimum value
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