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Study the map on ANNEXURE B that shows the sample points for testing Escherichia coli (E - NSC Mathematical Literacy - Question 4 - 2017 - Paper 1

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Study the map on ANNEXURE B that shows the sample points for testing Escherichia coli (E. coli) and Blue Green Algae counts per 100 m². Answer the questions that fol... show full transcript

Worked Solution & Example Answer:Study the map on ANNEXURE B that shows the sample points for testing Escherichia coli (E - NSC Mathematical Literacy - Question 4 - 2017 - Paper 1

Step 1

Write down the total number of bridges found upstream (north east) of the R59 bridge.

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Answer

There are a total of 2 bridges found upstream (north east) of the R59 bridge.

Step 2

Name the SIXTH sample point on the map starting from the west side.

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Answer

The SIXTH sample point on the map starting from the west side is E.

Step 3

Name the side streams (tributaries) to the Vaal River that she will pass.

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Answer

The side streams (tributaries) to the Vaal River are Taaibusschspruit and Leeu spruit.

Step 4

Calculate the distance on another map if the scale is 1: 25 000.

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Answer

To find the distance on the map, use the formula:

extDistanceonthemap=3 km×1000 m/km25000=300025000=0.12 m or 12 cm ext{Distance on the map} = \frac{3 \text{ km} \times 1000 \text{ m/km}}{25 000} = \frac{3000}{25 000} = 0.12 \text{ m or } 12 \text{ cm}

Step 5

Write down the number of holes in the end panels.

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Answer

The number of holes in the end panels is 16.

Step 6

Name the wooden parts that must be removed, to form the junior bed.

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Answer

The wooden parts that must be removed to form the junior bed are the fixed side and drop side.

Step 7

Which assembly illustration shows that the base is now added?

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Answer

The assembly illustration labeled B shows that the base is now added.

Step 8

Calculate the number of pins and bolts needed to assemble the cot.

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Answer

The total number of pins and bolts needed to assemble the cot is 16.

Step 9

Determine the probability of randomly selecting an 80 mm bolt from a bag containing only the bolts.

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Answer

The probability of randomly selecting an 80 mm bolt is given by the fraction:

416=14\frac{4}{16} = \frac{1}{4}

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