A group of n students can be divided into equal groups of 3 with 1 student left over or equal groups of 6 with 1 students left over. What is the sum of the two smallest possible values of n?  Pick one.
A) 33	B) 46	C) 49	D) 53	E) 86
3x+1 = 6y+1...........ie: 3x-6y = 0   x,y must be &gt;1 and y is even ie ( 2,4,6,..etc)   if y = 2 thus x = 4 and thus n = 13   if y = 4 thus x is =8 and thus n= 25   13+25= 
<gadget id="calculator">13+25</gadget>
<output>38</output>
38   86
<result>E</result>
A group of n students can be divided into equal groups of 3 with 1 student left over or equal groups of 6 with 1 students left over. What is the sum of the two smallest possible values of n?