Five consecutive integers are added. The resulting sum is \(\frac{15}{4}\) more than the greatest of the five integers. What was the smallest of the five integers
+23254 No set of integers has a sum which is 15/4s more than any of its integers.
+364 I agree.
the first 4 numbers = 15/4
but 15/4 is not a whole number so it is impossible
