A mobile company charges a fixed rate of \(x\) cents per minute for the first \(120\) minute of talk time and another rate of \(y\) cents per minute for each additional minute.
Maggie paid \(\$27.60\) and \(\$38.40\) for \(240\) minutes and \(300\) minutes of talk time respectively on two separate occasions.
Form a pair of simultaneous linear equations in \(x\) and \(y\).
[2]Solve the equations to find the value of \(x\) and of \(y\).
[3]Find the amount to pay when the talk time is \(110\) minutes.
[1]Find the total talk time when the amount paid is \(\$24\).
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