given conditions are b+c>6 and a+b+c>9, we have to find minimum value of a for any value of b and c.
Dear sandeep,
if we take a =1 then for 6 < b+c<8, the condition a+b+c will not be valid,
similarly if a<3, then for b+c>6, a+b+c>9 will not be valid always.
but if we will take a=3 then for every pair of b and c satisfying b+c>6 , the condition a+b+c>9 will be valid
Question was based on the previous rate of 1 dozen so answer will be 20 but as it is printed, its answer will be 20*24 = 480
so none of these will be considered as the correct answer. marks will be given to all the users having option 10 as their answer
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Six is a number perfect in itself, and not because God created the world in six days; rather the contrary is true. God created the world in six days because this number is perfect, and it would remain perfect, even if the work of the six days did not exis
Saint Augustine of Hippo
In mathematics the art of proposing a question must be held of higher value than solving it.
...Georg Cantor ( inventor of set theory)