Let A be a natural number consisting only 1. B is another natural number which is equal to quotient when A is divided by 13. C is yet another natural number equal to the quotient when B is divided by 7. Find B-C.
Select the correct option:	A) 4586	B) 5648	C) 6485	D) 7326	E) 8564
let A=111111 when which is divide by 13 we get quotient 8547 and remainder=0 {111111 is 1st no. which is divisible by 13}.   this quotient is equal to i.e B=8547   and c equal to quotient of B when it is divided by 7   then we get C=1221   now B-C=8547-1221= 
<gadget id="calculator">8547-1221</gadget>
<output>7_326</output>
7326.   ANSWER:7326
<result>D</result>
Let A be a natural number consisting only 1. B is another natural number which is equal to quotient when A is divided by 13. C is yet another natural number equal to the quotient when B is divided by 7. Find B-C.