Which of the following cannot be the range of a set consisting of 5 odd multiples of 15?	Choices
A) 60	B) 120	C) 180	D) 324	E) 240
Solution: sequence of 15 lets say sequence is 15n, 15(n+1), 15(n+2), 15(n+3), 15(n+4)   so range is 15n+60-15n = 60   if we put the different values of n we will get different but the range will be multiple of 60   and only 324 is not multiple of 60   Ans: 32415 +60-15= 
<gadget id="calculator">15 +60-15</gadget>
<output>60</output>
60   if we put the different values of n we will get different but the range will be multiple of 60   and only 324 is not multiple of 60   Ans: 324
<result>D</result>
Which of the following cannot be the range of a set consisting of 5 odd multiples of 15?