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TABLE 2 in ANNEXURE B shows the number of people employed at Motor Holdings (MH) in August 2020 and 2019 - NSC Mathematical Literacy - Question 3 - 2023 - Paper 1

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TABLE 2 in ANNEXURE B shows the number of people employed at Motor Holdings (MH) in August 2020 and 2019. In August 2020, the company had 41 motor dealerships and a... show full transcript

Worked Solution & Example Answer:TABLE 2 in ANNEXURE B shows the number of people employed at Motor Holdings (MH) in August 2020 and 2019 - NSC Mathematical Literacy - Question 3 - 2023 - Paper 1

Step 1

3.1.1 Write down the total number of semi-skilled workers employed by MH during August 2020.

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Answer

In August 2020, the total number of semi-skilled workers employed by Motor Holdings (MH) was 537.

Step 2

3.1.2 Determine the difference in the total number of employees from August 2019 to August 2020.

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Answer

The total number of employees in August 2019 was 2,163, while in August 2020 it was 2,828. Therefore, the difference is:

2,8282,163=6652,828 - 2,163 = 665

Step 3

3.1.3 Determine the number of staff with disabilities employed in 2020 as a percentage of all the employees in 2020.

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Answer

To find the percentage of employees with disabilities in 2020:

Let the number of staff with disabilities be 34 (given).

Percentage calculation:

rac{34}{2,163} imes 100 = 1.572\\% This can be rounded off to 1.57%.

Step 4

3.1.4 Calculate the average number of employees per dealership if 1.5% of the total number of employees worked at the head office in August 2020.

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Answer

Let's first calculate the number of employees at the head office:

1.5% of 2,828 is:

0.015imes2,828=42.420.015 imes 2,828 = 42.42 Rounding this off gives approximately 42 employees at the head office.

The number of employees in motor dealerships then is:

2,82842=2,7862,828 - 42 = 2,786

With 41 dealerships, the average number of employees per dealership is:

rac{2,786}{41} ext{ which is approximately } 68.5.

Step 5

3.1.5 Determine (as a percentage rounded off to THREE decimal places) the probability of randomly choosing a coloured female from the list of employees in August 2020.

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Answer

Given that the number of coloured females employed is 54, the probability is calculated as follows:

rac{54}{2,163} imes 100 = 2.497\% Thus, rounding this off to three decimal places gives 2.497%.

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