(a) State what is meant by the term simple machine in agriculture. [1] (b) Give two examples of simple machines used on the farm. For each, state the type o...

Assessment: Agriculture 0600 | Paper 1 Mock 01 | Theory Subject: Agriculture - 0600

Question 1 Report

(a) State what is meant by the term simple machine in agriculture. [1]

(b) Give two examples of simple machines used on the farm. For each, state the type of simple machine it represents. [4]

(c) A farmer uses a lever to move a large rock from a field. The rock has a mass of 120 kg. The distance from the fulcrum to the rock is 0.5 m and the distance from the fulcrum to the point where the farmer applies force is 2.0 m.

(i) Calculate the force the farmer must apply to lift the rock. Show your working. [3]

(ii) State the mechanical advantage of this lever. [1]

(d) Explain why using a longer lever arm on the effort side would make the task easier. [2]

(e) Describe three safety precautions a farmer should follow when using hand tools for heavy tasks such as moving rocks. [3]

[Total: 14]

Answer Details

(a) A simple machine in agriculture is a basic mechanical device that makes work easier by changing the direction or magnitude of an applied force. It allows a farmer to accomplish tasks that would otherwise require more effort, though the total work done remains the same. [1]

(b) Two examples of simple machines used on the farm, with their type:

  1. Wheelbarrow - a class-2 lever. The wheel acts as the fulcrum, the load sits between the fulcrum and the effort (the handles). It multiplies force, allowing one person to move heavy loads. [2]
  2. Crowbar - a class-1 lever. The fulcrum is placed between the load (the object being pried) and the effort (the farmer's push). It amplifies force to move heavy objects like rocks or stumps. [2]

(Also acceptable: inclined plane/ramp for loading, pulley for drawing water from a well.)

(c)(i) Calculating the force using the principle of moments:

At equilibrium, the clockwise moment equals the anticlockwise moment about the fulcrum:

\[ \text{Load} \times \text{load distance} = \text{Effort} \times \text{effort distance} \]

Converting the mass to weight (force): \( W = m \times g = 120 \times 9.8 = 1176 \text{ N} \)

\[ 1176 \times 0.5 = E \times 2.0 \]

\[ E = \frac{1176 \times 0.5}{2.0} = \frac{588}{2.0} = 294 \text{ N} \]

The farmer must apply a force of 294 N. [3]

(If working in kgf: \( 120 \times 0.5 = E \times 2.0 \), so \( E = 30 \text{ kgf} \).)

(c)(ii) The mechanical advantage (MA) of this lever:

\[ \text{MA} = \frac{\text{effort distance}}{\text{load distance}} = \frac{2.0}{0.5} = 4 \]

A mechanical advantage of 4 means the lever multiplies the farmer's applied force fourfold. [1]

(d) Increasing the length of the lever arm on the effort side increases the mechanical advantage. With a longer effort arm, the ratio of effort distance to load distance grows, so less force is needed to balance or lift the same load. The trade-off is that the farmer's hand must move through a greater distance (a wider arc) to move the rock the same amount - force is reduced at the expense of increased distance, consistent with the principle that work (force x distance) remains constant. [2]

(e) Three safety precautions for heavy tasks such as moving rocks:

  1. Wear protective equipment - gloves to protect hands from blisters and cuts, and steel-toed boots to protect feet from falling objects. [1]
  2. Use proper lifting technique - bend the knees and lift with the legs rather than the back, keeping the load close to the body to prevent spinal injury. [1]
  3. Do not work alone - have another person nearby in case of injury; heavy tasks carry a higher risk of accident, and immediate assistance may be needed. [1]

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