Can you find the smallest non fractional number such that
If the number gets divided by 6 , we get the remainder of 1;
If the number gets divided by 7, we get the remainder of 2
If the number gets divided by 8 , we get the remainder of 3;
If the number gets divided by 9 , we get the remainder of 4.	Pick one
A) 1006	B) 1230	C) 1010	D) 1200	E) 1300
A.1006   As we know LCM of the numbers 6 7 8 &amp; 9 is 1008   So if i divide 1008 by any of the four number , it gives remainder as 0.   Now to get reminder as desired, is should be 2 short of 1006. (3-1,4-2,5-3,6-4 )   1006ns:option 1006
<result>A</result>
Can you find the smallest non fractional number such that
If the number gets divided by 6 , we get the remainder of 1;
If the number gets divided by 7, we get the remainder of 2
If the number gets divided by 8 , we get the remainder of 3;
If the number gets divided by 9 , we get the remainder of 4.