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1. Define mathematical literacy from the documents you have studied, excluding the Curriculum documents. Provide a complete exposition of how you compiled your definition.

Theo needs some ribbon to go around 5 rectangular cakes. Each cake is 28 cm long and 32 cm wide. How much ribbon will he need?  

The ribbon costs $1 per metre. How much will the ribbon cost Theo? 

Explain the importance of Fibonacci Sequence and the Golden Ratio.

How would a scientist make 1,000cc of a 1/10 dilution of concentrate.

When is a linear function of observations said to be a contrast?

_________ regulated the imposition and collection and distribution of levies for training purposes

Select one:

a. Employment Equity Act

b. Basic condition of employment Act

c. The Skills Development Levies Act

d. Affirmative Action

Let The National- Income Model Be: Y = C + I0 + G) C= A+B +B(Y- T0) (A ˃ 0, 0 ˂ B ˂ 1) G = Gy (0 ˂ G ˂ 1) (A) Identify The Endogenous Variables. (B) Give The Economic Meaning Of The Parameter G. (C) Find The Equilibrium National Income. (D) What Restriction On The

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5. Let the national- income model be:

Y = C + I0 + G)

C= a+b +b(Y- T0) (a ˃ 0, 0 ˂ b ˂ 1)

G = gy (0 ˂ g ˂ 1)

(a) Identify the endogenous variables.

(b) Give the economic meaning of the parameter g.

(c) Find the equilibrium national income.

(d) What restriction on the parameters is needed for a solution to exits?

In a group of 120 students, 72 of them play football, 65 play table tennis and 53 play hockey. If 35 of the students play both football and table tennis, 30 play both football and hockey, 21 play table tennis and hockey and each of them plays at least one of the three games,

a) draw a Venn diagram to illustrate this information

b) how many of the students play:

i) all the three games

ii) exactly two of the three games iii) exactly one of the three games iv) football alone

The force R is the resultant of the forces P1, P2, and P3 acting on the rectangular plate. Find P1 and P2 if 𝑅 = 40 kN and 𝑃3 = 20 kN.