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Mathematical Literacy 2
                   Module 3


              Answers to Assessment Questions




Mathematical Literacy      Future Managers      1
Self Assessment Pg 104
 1. Measure with your ruler and then calculate the
    perimeter of the following figures
 2. Calculate the area of the same figures

                   3.8cm                    1.5cm
                            1.2cm
                                                         2.5cm

                                    0.7cm


                            6cm

Perimeter = 2.5cm + 6cm + 2.5cm + 1.5cm + 1.2cm
+0.7cm + 1.2cm +3.8cm = 19.4 cm

    Mathematical Literacy              Future Managers           2
3.8cm                         1.5cm
                       1.2cm
                                                          2.5cm

                               0.7cm


                      6cm


Area = 2.5cm x 6cm – 1.2cm x 0.7cm
= 14.16cm² or 1416mm²




   Mathematical Literacy                Future Managers           3
3.2cm

                                                           Perimeter = 2.2cm +
                           2.2cm
                                                           5.3cm + 3.0cm + 0.8cm
    3.0cm                                                  +3.2cm + 2.0cm
                                   2cm
                                                           = 16.5 cm
                                    0.8cm

                            5.3



Area = 3.0 x 5.3cm – 2.2 x 2.0cm
= 11.5cm² or 1150mm²

   Mathematical Literacy                 Future Managers                 4
Self Assessment
Calculate the total external surface areas of the
 following boxes / cylinders

  Rectangle as base            Base length = 26cm; base
                               breadth = 18cm; prism height
                               = 10 cm

   Area =2(26 x 18) + 2(26 x 10) + 2(18x 10)
                 =936 + 520 + 360
                 =1816cm²


    Mathematical Literacy         Future Managers        5
Self Assessment
Calculate the total external surface areas of the
 following boxes / cylinders

  Cylinder                     Radius of circular base =
                               20mm; altitude of cylinder =
                               18cm

   Area =2(22/7)(2)(18) + (22/7)(2)(2)
                 =238.64cm²




    Mathematical Literacy         Future Managers         6
Self Assessment
Calculate the total external surface areas of the
 following boxes / cylinders

  Box                          Base side = 120mm; box
                               height = 16cm

   Area =4(12x16) + 2(12x12)
                 =1056cm²




    Mathematical Literacy         Future Managers       7
Self Assessment
Calculate the total external surface areas of the
 following boxes / cylinders

  Cylinder                     Radius of base = 1.5m; height
                               of cylinder = 3m

   Area = 2(22/7)(1,5)(3) + (22/7)(1,5)(1,5)
                 =35,33m²




    Mathematical Literacy         Future Managers         8
Summative Assessment

                                          Height
                                          Diagonal

                                          Length

                                          Right Angle



Mathematical Literacy   Future Managers        9
Side of a
                                          rectangular
                                          prism

                                          Base


Mathematical Literacy   Future Managers          10
Centre



                                          Circumference


Mathematical Literacy   Future Managers            11
Parallel lines
                                          Perpendicula
                                          r lines




Mathematical Literacy   Future Managers           12
2.The carpenter needs to paint the microwave oven
  cupboard. Use all the dimensions as in the
  drawing and calculate the total exterior surface
  area of this cupboard. If you need 500ml of point
  to cover 2 square metres of surface area, how
  many litres do you have to buy to paint both the
  inside and outside? Two coats are necessary.




  Mathematical Literacy   Future Managers   13
1. Draw a rough map of the central business
   district of the town where you are doing this
   course. Do not include all the street and shop
   names, but merely enough names to direct a
   visitor from the local of study to the nearest:
   a.       Bank        b.   Fast food outlet
   c.       Chemist d.       Hospital
   e.       Police station




  Mathematical Literacy   Future Managers   14
1. The grid overlay of the next map of a section
   of Soweto gives numbers on the horizontal axis
   and letters on the vertical axis. Find and mark
   on the map
   a.Temba Drive in EB77
   b. Mlambo Street in EA 79
   c.Pilane Street in ED 79




  Mathematical Literacy   Future Managers   15
EB77




Mathematical Literacy     Future Managers   16
EA 79




Mathematical Literacy     Future Managers   17
ED 79




Mathematical Literacy     Future Managers   18
1. Then find and give the horizontal and vertical
    coordinates values for:
   a. Tladi                        EC77
   b. Itshepeng Community CollegeEC80
   c. Jabulani Amphitheatre        EB79
   d. Zola                         EB77




  Mathematical Literacy   Future Managers   19
•    If the scale is 1:50 000, what is the distance
     between:
    a. Region 6 People’s Centre and Phiri Hall

           Distance = 106 mm
                            = 5,3 kilometres
    e. Hospital and the Police Station




    Mathematical Literacy        Future Managers   20
1. On the table, what is the distance between:
   – Port Elizabeth and Umtata? 585km
   – Pretoria and Nelspruit?         322km
   – Colesberg and Durban            860km
   – Johannesburg and Ladysmith? 356km




  Mathematical Literacy   Future Managers   21

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NCV 2 Mathematical Literacy Hands-On Training Solution to Summative Assessment 3

  • 1. Mathematical Literacy 2 Module 3 Answers to Assessment Questions Mathematical Literacy Future Managers 1
  • 2. Self Assessment Pg 104 1. Measure with your ruler and then calculate the perimeter of the following figures 2. Calculate the area of the same figures 3.8cm 1.5cm 1.2cm 2.5cm 0.7cm 6cm Perimeter = 2.5cm + 6cm + 2.5cm + 1.5cm + 1.2cm +0.7cm + 1.2cm +3.8cm = 19.4 cm Mathematical Literacy Future Managers 2
  • 3. 3.8cm 1.5cm 1.2cm 2.5cm 0.7cm 6cm Area = 2.5cm x 6cm – 1.2cm x 0.7cm = 14.16cm² or 1416mm² Mathematical Literacy Future Managers 3
  • 4. 3.2cm Perimeter = 2.2cm + 2.2cm 5.3cm + 3.0cm + 0.8cm 3.0cm +3.2cm + 2.0cm 2cm = 16.5 cm 0.8cm 5.3 Area = 3.0 x 5.3cm – 2.2 x 2.0cm = 11.5cm² or 1150mm² Mathematical Literacy Future Managers 4
  • 5. Self Assessment Calculate the total external surface areas of the following boxes / cylinders Rectangle as base Base length = 26cm; base breadth = 18cm; prism height = 10 cm Area =2(26 x 18) + 2(26 x 10) + 2(18x 10) =936 + 520 + 360 =1816cm² Mathematical Literacy Future Managers 5
  • 6. Self Assessment Calculate the total external surface areas of the following boxes / cylinders Cylinder Radius of circular base = 20mm; altitude of cylinder = 18cm Area =2(22/7)(2)(18) + (22/7)(2)(2) =238.64cm² Mathematical Literacy Future Managers 6
  • 7. Self Assessment Calculate the total external surface areas of the following boxes / cylinders Box Base side = 120mm; box height = 16cm Area =4(12x16) + 2(12x12) =1056cm² Mathematical Literacy Future Managers 7
  • 8. Self Assessment Calculate the total external surface areas of the following boxes / cylinders Cylinder Radius of base = 1.5m; height of cylinder = 3m Area = 2(22/7)(1,5)(3) + (22/7)(1,5)(1,5) =35,33m² Mathematical Literacy Future Managers 8
  • 9. Summative Assessment Height Diagonal Length Right Angle Mathematical Literacy Future Managers 9
  • 10. Side of a rectangular prism Base Mathematical Literacy Future Managers 10
  • 11. Centre Circumference Mathematical Literacy Future Managers 11
  • 12. Parallel lines Perpendicula r lines Mathematical Literacy Future Managers 12
  • 13. 2.The carpenter needs to paint the microwave oven cupboard. Use all the dimensions as in the drawing and calculate the total exterior surface area of this cupboard. If you need 500ml of point to cover 2 square metres of surface area, how many litres do you have to buy to paint both the inside and outside? Two coats are necessary. Mathematical Literacy Future Managers 13
  • 14. 1. Draw a rough map of the central business district of the town where you are doing this course. Do not include all the street and shop names, but merely enough names to direct a visitor from the local of study to the nearest: a. Bank b. Fast food outlet c. Chemist d. Hospital e. Police station Mathematical Literacy Future Managers 14
  • 15. 1. The grid overlay of the next map of a section of Soweto gives numbers on the horizontal axis and letters on the vertical axis. Find and mark on the map a.Temba Drive in EB77 b. Mlambo Street in EA 79 c.Pilane Street in ED 79 Mathematical Literacy Future Managers 15
  • 16. EB77 Mathematical Literacy Future Managers 16
  • 17. EA 79 Mathematical Literacy Future Managers 17
  • 18. ED 79 Mathematical Literacy Future Managers 18
  • 19. 1. Then find and give the horizontal and vertical coordinates values for: a. Tladi EC77 b. Itshepeng Community CollegeEC80 c. Jabulani Amphitheatre EB79 d. Zola EB77 Mathematical Literacy Future Managers 19
  • 20. If the scale is 1:50 000, what is the distance between: a. Region 6 People’s Centre and Phiri Hall Distance = 106 mm = 5,3 kilometres e. Hospital and the Police Station Mathematical Literacy Future Managers 20
  • 21. 1. On the table, what is the distance between: – Port Elizabeth and Umtata? 585km – Pretoria and Nelspruit? 322km – Colesberg and Durban 860km – Johannesburg and Ladysmith? 356km Mathematical Literacy Future Managers 21