This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.

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Answer
240 minutes
Here are the conversions of the given times into minutes:
a) 4 hours Step 1: Convert hours to minutes. The time in minutes is .
b) 2 hours 32 minutes Step 1: Convert hours to minutes. Step 2: Add the remaining minutes. The time in minutes is .
c) 6 hours 35 minutes Step 1: Convert hours to minutes. Step 2: Add the remaining minutes. The time in minutes is .
d) 8 hours 53 minutes Step 1: Convert hours to minutes. Step 2: Add the remaining minutes. The time in minutes is .
e) 3 hours 48 minutes Step 1: Convert hours to minutes. Step 2: Add the remaining minutes. The time in minutes is .
f) 5 hours 45 minutes Step 1: Convert hours to minutes. Step 2: Add the remaining minutes. The time in minutes is .
g) 1 hour 41 minutes Step 1: Convert hours to minutes. Step 2: Add the remaining minutes. The time in minutes is .
h) 7 hours 18 minutes Step 1: Convert hours to minutes. Step 2: Add the remaining minutes. The time in minutes is .
i) 9 hours 27 minutes Step 1: Convert hours to minutes. Step 2: Add the remaining minutes. The time in minutes is .
j) 2 hours 55 minutes Step 1: Convert hours to minutes. Step 2: Add the remaining minutes. The time in minutes is .
k) 6 hours 5 minutes Step 1: Convert hours to minutes. Step 2: Add the remaining minutes. The time in minutes is .
l) 5 hours Step 1: Convert hours to minutes. The time in minutes is .
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a) 4 hours Step 1: Convert hours to minutes. 4 hours × 60 minuteshour = 240 minutes The time in minutes is 240 minutes.
This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.