Basic Education
KwaZulu-Natal Department of Basic Education
REPUBLIC OF SOUTH AFRICA
MATHEMATICAL LITERACY ‘ |
COMMON TEST a
MARCH 2016 4
MARKS: 100
TIME: 2 hours
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M.LIT March QP Memo 2016
Mathematical Literacy · Grade 12 · KZN March · 2016. Memorandum, 18 pages. Read online or download the PDF.
- Subject
- Mathematical Literacy
- Grade
- Grade 12
- Document type
- Memorandum
- Year
- 2016
- Exam period
- KZN March
- Pages
- 18
- File size
- 1.5 MB
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Mathematical Literacy P2 Downloaded from hlayiso,gQm, Common Test
NSC
INSTRUCTIONS AND INFORMATION
1. This question paper consists of FIVE questions. Answer ALL the questions.
2. Number the answers correctly according to the numbering system used in this
question paper.
3. Start EACH question on a NEW page.
4, An approved calculator (non-programmable and non-graphical) may, be used,
unless stated otherwise. :
5. ALL the calculations must be clearly shown.
6. ALL the final answers must be rounded off to TWO decimal places, unless stated
otherwise. ‘
7. Units of measurement must be indicated where applicable. ( )
» 8 Write neatly and legibly.
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Mathematical Literacy
NSC
QUESTION 1
Mrs Coetzee teaches Mathematical Literacy in three grade 12 classes (12A, 12B and 12C)
the learners in three classes. The box and whisker plots below represent the marks as
percentages for the classes. There are 30 learners in 12A, 25 learners in 12B and 22 in
12C. Refer to graph and answer the questions that follow.
at Newtown High School. She administered the class test and analysed the performance of
Qa Q 0;
12A [—
. Q @ Q3
i) 2B /——
Q Q Q3
12C
1.
| } |
40 50 00 70 8
(marks in %)
100
or
2.
—_
Ee
—
a
eo,
Ss
1.1. Estimate the median for 12A.
1.2. From which class is the top learner?
- 1.3. Which of the three classes had the best test performance? Justify your answer.
1.4. Determine the interquartile range for 12B.
1.5 Determine the number of learners who got less than 70% ina test in 12B? °
1.6 Between which marks is the middle 50% of grade 12C learners?
1.7. Mrs Coetzee told her HOD that 50 out of 77 learners achieved more than 40% in
the test. Is Mrs Coetzee correct? Verify her argument by calculating the total
number of learners who obtained more than 40% in the test.
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(6)
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Mathematical Literacy P2
QUESTION 2
NSC
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Mrs Makhaye has a’ single
door fridge in her kitchen and
she wants to-replace it with a
double door fridge.
She saw the advertisement of
the fridge from Game Stores
catalogue and planned to. buy
it cash. She started saving
money for five years to buy
the fridge.
The bank gives her two
quotations which have a
growth rate of 5,3% per
annum.
©
Source www. gamestores.co.za
Table 2: Quotations on two types of investment from a bank
Year 0 1 2 3 4 5
Investment A | R8 000,00 | R8 424,00 | R8 848,00 | R9 272,00 | A R10 120,00
Investment B | R8 000,00 | R8 424,00 | R8 870,47 |R9 340,61 | R9 835,66 B ( j
2.1 Identify the type of interests represented by investments A and B and justify answer. (4)
2.2 Calculate the missing values of A and B. (4)
2.3 Is it wise for Mrs Makhaye to invest for a fridge for 5 years? Justify your answer (2)
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Mathematical Literacy
2.4 Mr Simon Makhaye works at Fusion Chain Stores. According to law employees must
contribute 1% of the basic salary to the UIF and the employer also contributes
likewise. However, there is a UIF threshold which stipulates the maximum
contribution by the employer or employee. In October 2012, the Minister of Finance
Mr Pravin Gordhan adjusted UIF threshold from R124.78 to R147.82 per month.
FUSION CHAIN STORES
PAYSLIP er
Employee: Simon Makhaye Pay Period: Fanuary 2016.
Position: Manager ; Se | ae
Oa 1D number: 750928 $753 084 ay Cycle: Monthly
; “Bank Details: Ole! Mutual Bank ae
Account Number: 9056207255
Tax Number: 3093013331
Barnings "S ‘Amount : Deductions . Amount,
Basic Salary | 13 000,00 | Tax ~TR2 700,00 |
Gross Barings RIS 060,00 : Total Deductions ape |
~ “Net salary —— ne |
2.4.1. Ifthe Fusion Chain stores has 32 employees earning the basic salary similar
to Simon Makhaye, how much more is the total employer's new annual
contribution to UIF as from 2012? (4)
2.4.2 Show by calculations that Mr Simon Makhaye's net salary (excluding bonuses
and other allowances) is R12 152.18 per month. (4)
2.4.3 By what percentage was the UIF threshold increased in 2012? (3)
[24]
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Mathematical Literacy P2
NSC
QUESTION 3
3.1
3.2
3.3
3.4
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Mr Botha is a renting a vending stall in Wimbledon (London) selling pies and pastry. The
following table shows the cost (in South African Rands) of making these products,
~
TABLE 4: INGREDIENTS
Item Price Quantity needed
| to make 8 pies:
4 heaped.
plain flour | R75.95/10kg | tablespoons of
; | flour (10g)
beef R49,95/kg | 800g
1 whole
nutmeg, RS5.95/g 1 gram
large | R8.99for 8 2 carrots
carrots carrots :
1 R42 for 30 2 eovs
large egg eggs ge
red onions |.Free. 2 grams
button :
mushrooms R4,50/500g | 250g
Source: http: www.jamieoliver.com/recipes/
Determine the cost of eggs to make 8 pies.
During the tournament, Mr Botha makes hundreds of pies. Therefore, he uses ml to
measure the flour instead of tablespoons. Determine how many mi of flour will he
get from a bag of 10kg if 15ml=9g (Round off you answer to a nearest millilitres)
Determine the total cost of making ONE pie.
Mr Botha was advised at the training that the main factor that affects the profit is
the number of workers employed. He was given the following formula to calculate
the number of workers for his business.
Profit(per month) = R50 (30 - number of workers”)
TABLE 5: WORKERS AS AGAINST PROFIT
Number of workers 0 1 2 | see B 8
Profit / Month (in Rands) | 1500 | A | 1300]... 250 | -1700
3.4.1 Use the suggested formula to calculate the values of:
(a) A
(b) B
3.4.2 Provide the possible reason why Mr Botha must keep workers to a minimum.
Q)
2)
(2)
(3)
(2)
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C
)
Mathematical Literacy
3.5. The severe drought that is affecting South Africa has forced municipalities to a
adjust water tariffs.
The following water tariff structure is for Chris Hani District Municipality.
TABLE 6: WATER TARIFF STRUCTURE FOR CHRIS HANI
NSC
DISTRICT MUNICIPALITY
Number of kl Rate per kl
(excluding VAT)
: November 2015
1 0 to6 R8.66
2 7 to 15 R10.07
3 16 to 30 R12.28
4 31 to 45 R15,29
5 46 to 60 R16.70
6 Above 60 R18.85
3.5.1 Calculate the cost (including VAT) for consuming 30 kl of water in
November 2015.
3.5.2. Mr Botha was shocked when he received a water bill of R1 204.16
(including VAT) in December 2015. Determine how many k] of water
Source: www.chrishanidm.gov.za
did he use in December.
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(A)
(6)
[28]
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Mathematical Literacy P2 Downloaded from hlayiso.@amis Common Test
' NSC
; QUESTION 4
The Wimbledon Tennis Championship hosted by All England Lawn Tennis Club attracts
thousands of spectators from all over the world.
Figure 1; Men's Final Figure 2: Women's Final
Entrance ticket prices have doubled each year due to the number of spectators who wish to watch this
tournament. In 2015. ticket prices were as follows: ( \
CENTRE COURT £GBP
12 DAYS Monday 29 / Tuesday 30 June 50
3"? & 4" DAY | Wednesday 01 / Thursday 02 July [65
: Friday 03 / Saturday 04 July ; 84
Monday 06 / Tuesday 07 July 98
Wednesday 08/ Thursday 09 July 119
Friday 10 / Saturday 11 July 133
FINAL DAY Sunday 12 July 160
£GBP = Great British Pound
www.britishtennis.com/tickets/wprices.
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Mathematical Literacy
4.1 By what percentage did the ticket price increase from first day to the last day? (2)
4.2 Some wealthy people and businesses buy debentures which are tickets for Centre
and Number One Courts.
NOTE: Debentures are tickets bought for five years and allow holders to attend
matches for the entire 10 days of the tournament.
(a) In 2015 they were sold at £3 185.19 each and total of £46,3 million was
generated. Determine how many debentures were sold. (3)
(b) | The Wimbledon market department claims that the entrance fee to final matches
is half the normal ticket price. Verify the validity of this claim. (5)
(c) Provide an advantage and a disadvantage of buying tickets using this method. (4)
4.3 The wall clock in Figure 2 shows the time in which the match was being played and
0:41 indicates duration of the match in minutes. Estimate the time this match started. Q)
[16]
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Mathematical Literacy P2
QUESTION 5
NSC
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teaching experience,
questions.
Ms Kubheka is a teacher at Hopewell High School. She is 53 years old and has 30 years
Her monthly basic salary is R28 375,00 and has a housing |
allowance of R900,00 per month. She contributes 7,5% of the basic salary towards her
pension fund. She gets the bonus (13" cheque) which is equal to the monthly basic
salary. The tax for the bonus is spread equally over twelve months, She contributes
towards medical aid fund and has three dependants. Use table 7 to answer the following
TABLE7: INCOME TAX: INDIVIVUALS AND TRUSTS 2015/2016
Taxable income (R) | Rate of Tax (R) Tax bracket
0-181 900 18% of taxable income 1
181 901 — 284 100. 32 742 + 26% of taxable income above 181 900 2
284 101 — 393 200 59 314+ 31% of taxable income above 284 100 3
393 201 -550 100 93 135+ 36% of taxable income above 393 200 4
550.101 — 701300 149 619+ 39% of taxable income above 550 100 5
701 301 and above 208 587+ 41% of taxable income above 701 300 6
TAX REBATES
Primary R13 257
Secondary (Persons 65 and older) R7 407
Tertiary . (Persons 75 and older) R2.466
TAX THRESHOLDS
AGE TAX THRESHOLD
Below age 65 R70 700
Age 65 to below 75 R114 800
Age 75 and over R128 500
MEDICAL TAX CREDIT RATES 2015/2016 YEAR OF ASSESSMENT
R270 per month for the taxpayer paying the medical scheme contributions
R270 per-month for the first dependant
R181 per month for each additional dependant (s)
Source: www.sars.gov.za
5.1 Ms Kubheka's gross monthly salary is R29 275.00. Determine how it was calculated. (2)
5.2. Calculate Ms Kubheka’s monthly pension fund contribution.
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Mathematical Literacy P.:
5.3 Determine Ms Kubheka’s annual taxable income including the bonus.
NOTE:
Annual taxable income = (Annual gross salary — annual pension fund
contribution) + bonus (4)
5.4 Use the tax rates table given above to determine the monthly tax payable by Ms Kubheka.
NOTE:
Annual tax payable = annual tax calculated- rebates ~ medical tax credits. (7)
[15]
TOTAL: 100
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