This physics problem tests your understanding of fundamental physical laws and their applications. The step-by-step solution below breaks down the problem using relevant equations and physical reasoning.

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Answer
0.00003479 kg
Here are the solutions to the questions:
Q5: To calculate the mass of fuel to be injected, we first need to find the mass of air in the combustion chamber using the ideal gas law, and then apply the air-fuel ratio.
Given values: Volume of air () = Pressure of air () = Temperature of air () = Air-fuel ratio (AFR) = Gas constant for air () =
Step 1: Convert temperature to Kelvin.
Step 2: Calculate the mass of air () using the ideal gas law, .
Step 3: Calculate the mass of fuel () using the air-fuel ratio.
The mass of fuel to be injected is .
Q6: When safety is not observed in an Automobile Workshop, the following can result:
Q7: a) Three categories of fire classifications in a workshop are: * Class A: Fires involving ordinary combustible materials such as wood, paper, cloth, rubber, and plastics. * Class B: Fires involving flammable liquids (e.g., gasoline, oil, paint) and flammable gases (e.g., propane, natural gas). * Class C: Fires involving energized electrical equipment.
b) Five important factors to be considered for preventing most explosions and fire spreading in a workshop are: * Proper Storage of Flammables: Store flammable liquids and gases in approved, clearly labeled containers and cabinets, away from ignition sources. * Good Housekeeping: Maintain a clean and organized workspace, regularly removing combustible waste, oily rags, and clutter that could fuel a fire. * Control of Ignition Sources: Eliminate or control sources of ignition such as open flames, sparks from welding or grinding, hot surfaces, and faulty electrical equipment. * Adequate Ventilation: Ensure proper ventilation to prevent the buildup of flammable vapors or dust, which can lead to explosions. * Emergency Preparedness and Training: Have functional fire extinguishers, alarms, and emergency exits. Regularly train staff on fire prevention, evacuation procedures, and the correct use of fire-fighting equipment.
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Q5: To calculate the mass of fuel to be injected, we first need to find the mass of air in the combustion chamber using the ideal gas law, and then apply the air-fuel ratio.
This physics problem tests your understanding of fundamental physical laws and their applications. The step-by-step solution below breaks down the problem using relevant equations and physical reasoning.