The average of a set of five distinct integers is 350. If each number is less than 2,000, and the median of the set is the greatest possible value, what is the sum of the two smallest numbers? Choose the correct option
A) -4,244 B) -3,997 C) -3,494 D) -3,194 E) The answer cannot be determined from the information given
Sum of the set = 350*5= 
<gadget id="calculator">350*5</gadget>
<output>1_750</output>
1750 Each number is less than 2000 and median of the set is the greatest possible value.   Therefore last 3 numbers can be 1999,1998 and 1997. Their sum=5994.   Therefore sum of two smallest numbers= 1750-5994= -4244   -4,244nswer=-4,244
<result>A</result>
The average of a set of five distinct integers is 350. If each number is less than 2,000, and the median of the set is the greatest possible value, what is the sum of the two smallest numbers?