Explanation: Total number of integers from 10 to 150 (inclusive) \(=150-10+1=141\). The perfect squares in this range are: \(4^2=16\), \(5^2=25\), \(6^2=36\), \(7^2=49\), \(8^2=64\), \(9^2=81\), \(10^2=100\), \(11^2=121\), \(12^2=144\). There are 9 perfect squares in this range. So, \(141-9=132\) are not the squares of any integers in this range.
