Find the integer values of \(x\) which satisfy all the \(3\) conditions below.
\(6 - 2x \leq 0\); \(x \neq 4\); \(x < 6\)
[2]The length of a rectangle is three times its breadth, \(x\) cm.
Given that the perimeter is not less than \(100\) cm,
form an inequality in \(x\),
[1]hence, solve the inequality to find the least possible area of the rectangle where \(x\) is also an even number.
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