Which of the following cannot be the range of a set consisting of 5 odd multiples of 13?  Pick:
A) 52 B) 100 C) 104 D) 208 E) 416
Solution: sequence of 13 lets say sequence is 13n, 13(n+1), 13(n+2), 13(n+3), 13(n+4)   so range is 13n+52-13n = 52   if we put the different values of n we will get different but the range will be multiple of 52   and only 100 is not multiple of 52   Answer : 10013 +52-13= 
<gadget id="calculator">13 +52-13</gadget>
<output>52</output>
52   if we put the different values of n we will get different but the range will be multiple of 52   and only 100 is not multiple of 52   Answer : 100
<result>B</result>
Which of the following cannot be the range of a set consisting of 5 odd multiples of 13?