Fedemaravilla wrote:
If Jill's average score for three games of bowling was 168, what was her lowest score?
(1) Jill's highest score was 204
(2) The sum of Jill's two highest scores was 364
Let Jill's 3 scores be\(a\) ,\(b\) &\(c\) where\(a≤b≤c\)
Given sum of scores\(= a+b+c=168*3\)
so the lowest score,\(a=504-b-c\)
Statement 1 implies that\(c=204\) so\(a=300-b\)
if\(b=200\) ,\(a=100\) and if\(b=150\) ,\(a=150\) . Hence we don't have a unique value.Insufficient
Statement 2 implies\(b+c=364\) , so\(a=504-364\) .Sufficient
OptionB
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