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Martha needs to buy school uniforms for her son and daughter - NSC Mathematical Literacy - Question 1 - 2022 - Paper 1

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Martha needs to buy school uniforms for her son and daughter. She compares the prices of three different stores as shown in TABLE 1 below. TABLE 1: COST OF UNIFORMS... show full transcript

Worked Solution & Example Answer:Martha needs to buy school uniforms for her son and daughter - NSC Mathematical Literacy - Question 1 - 2022 - Paper 1

Step 1

Identify whether the prices given in TABLE 1 are numerical or categorical data.

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Answer

The prices given in TABLE 1 are numerical data as they represent quantifiable values that can be measured and compared.

Step 2

Arrange, in ascending order, the prices for Store B.

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Answer

The ascending order of prices for Store B is:

  • Grey shorts: R39.99
  • Grey school socks: R18.99 per pack
  • White school socks: R11.99 per pack
  • School shoes (girls): R159.99
  • White shirt: R444.99
  • School shoes (boys): R169.99
  • Grey shirt: R54.99

Step 3

Name the store that sells the cheapest grey shorts.

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Answer

Store A sells the cheapest grey shorts at R16.60.

Step 4

Determine the missing value P, if Martha bought all the school items as advertised at Store A.

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Answer

To calculate the total P:

  • White shirt: R110.00
  • Grey shirt: R163.00
  • Grey shorts: R16.60
  • Grey school socks: R40.50 for 2 packs
  • White school socks: R85.00 for 2 packs
  • School shoes (girls): R349.00
  • School shoes (boys): R318.00

Total P = R110.00 + R163.00 + R16.60 + R40.50 + R85.00 + R349.00 + R318.00 = R1,081.10.

Step 5

The probability of selecting Store C to buy all the school items is 0.3333333333.

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Answer

In this context, probability refers to the likelihood or chance of selecting Store C out of the three stores available to purchase all school items.

In decimal form, the probability is given as 0.3333333333.

Step 6

Write down this probability as a percentage rounded to the nearest whole number.

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Answer

The probability of selecting Store C as a percentage is approximately 33%.

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