The sum of 11 3/4 of a number less than 112 what are all the possible values of by an inequality that could be used to solve this problem X as the variable and write the inequality, so that extreme comes first where Nessus write numbers as fractions, rather than decimals, do not solve the inequality
Let's assume the number as X.
The phrase "11 3/4 of a number less than 112" can be translated to the inequality:
11 3/4 * X < 112
Now, we can convert 11 3/4 to an improper fraction:
11 3/4 = (4*11 + 3)/4 = 47/4
So the inequality becomes:
(47/4) * X < 112
Thus, the inequality is:
(47/4)X < 112