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Mr Venter bought a farm in order to sell chickens and vegetables - NSC Mathematical Literacy - Question 4 - 2021 - Paper 2

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Mr Venter bought a farm in order to sell chickens and vegetables. On ANNEXURE B is the layout plan of the farmyard. Use ANNEXURE B to answer the questions that fol... show full transcript

Worked Solution & Example Answer:Mr Venter bought a farm in order to sell chickens and vegetables - NSC Mathematical Literacy - Question 4 - 2021 - Paper 2

Step 1

Name the feature on the layout plan which has an irregular shape.

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Answer

The feature on the layout plan that has an irregular shape is the 'Perennial garden bed'. This is identifiable as it does not follow a standard geometric shape.

Step 2

Give a reason why it is important to have a water tank at one's house.

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Answer

Having a water tank at one's house is important because it allows for efficient water storage. It can provide a reliable source of water for domestic use, especially during dry seasons, and helps conserve rainwater for irrigation and other purposes.

Step 3

Write down TWO structures where the water to fill a Jojo tank could possibly come from.

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Answer

  1. Rain gutters from the roof of the house.
  2. A borehole or well that supplies underground water.

Step 4

Calculate (in m²) the area of the garden expansion.

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Answer

To calculate the area of the garden expansion, we can use the formula for the area of a triangle:

Area=12×base×heightArea = \frac{1}{2} \times base \times height Assuming the base is 17,024 m and height is 19.5 m,

Area=12×17,024×19.5=165,984m2Area = \frac{1}{2} \times 17,024 \times 19.5 = 165,984 m²

Step 5

By means of calculations, advise Mr Venter which option is more economical.

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Answer

To determine which option is more economical, evaluate the cost per running metre for both options:

Option A: Cost = R154 for 10 m, thus: Price per metre=15410=R15.40/mPrice\ per\ metre = \frac{154}{10} = R15.40/m Total cost for 18,852 m: Total cost=15.40×18852=R296,786.80Total\ cost = 15.40 \times 18852 = R296,786.80

Option B: Cost = R127.30 per running metre, thus: Total cost for 18,852 m: Total cost=127.30×18852=R2,404,398.60Total\ cost = 127.30 \times 18852 = R2,404,398.60

Comparing both, Option A is significantly cheaper at R296,786.80 compared to R2,404,398.60 for Option B.

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