If * and # represent digits, is the 3-digit number 7*# divisible by 15?
(1) The sum of * and # is 11.
(2) The number 342*#/5 is an integer.
(1) The sum of * and # is 11.
(2) The number 342*#/5 is an integer.
To be divisible by 15, a number shall be divisible by both 3 and 5.
stmt(1)=> sum of all digits = 7+11 = 18 => it's divisible by 3 but not sure about 5. Hence stmt(1) alone is not suff
stmt(2)=> # must be 0 or 5 => the number 7*# is divisible by 5 and no hint about 3. Hence stmt(2) alone is not suff
If both statements are considered, the number must be 765 and is divisible by 15.
Answer "C"
