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MTE1501 EXAM PACK 2023
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MTE1501EXAM PACK
2023
LATEST QUESTIONS AND
ANSWERS
,KPC MAKOLA MTE1501 PORTFOLIO ASSIGNMENT 03 STUDENT NUMBER: 68764286
ASSIGNMENT NUMBER 03 [PORTFOLIO]
NAME AND SURNAME KABELO PHOFANE CLINTON MAKOLA
STUDENT NUMBER 68764286
GROUP NUMBER MTE1501-21-S1-ECP
COURSE CODE MTE501
UNIQUE NUMBER 695962
SUBMISSION DUE DATE 10 JULY 2021
CONTACT DETAILS
Contact number: 067 237 3450
E-mail: 68764286@mylife.unisa.ac.za
,KPC MAKOLA MTE1501 PORTFOLIO ASSIGNMENT 03 STUDENT NUMBER: 68764286
PORTFOLIO DECLARATION FORM FOR SEMESTER 1
ASSIGNMENT 03 (MTE1501 PORTFOLIO)
Closing date: 16 July 2021
Unique number: 695962
The structure of the Portfolio should be as follows.
PORTFOLIO DECLARATION FORM
This is a COMPULSORY document for this module MTE1501.
The purpose of this declaration form is to ensure the authenticity (truth and legitimacy) of this
portfolio and the learning that took place. Complete and sign this declaration form. If it is not signed
and/or in the case of plagiarism, your portfolio will be cancelled.
DECLARATION BY STUDENT
I, MAKOLA KABELO PHOFANE CLINTON (surname and name), declare that
1) All the work in this portfolio is my own, and
2) That I have read and understand the student's disciplinary code.
Signature KPC MAKOLA Date 16/07/2021
, KPC MAKOLA MTE1501 PORTFOLIO ASSIGNMENT 03 STUDENT NUMBER: 68764286
Unit Question Portfolio Activity
Marks
1 1 Mathematics in society:
1.1 Description and explain
a) Square numbers
A Square number is a number multiplied by itself. This can also be called a
number squared. The symbol for squared is 2. For example, 25 is a square number
because it is 5 lots of 5, or 5×5= 25. This is also written as 5 2 (five squared).
b) Triangular numbers
A Triangular number is a number that can be represented by a pattern of dots
arranged in an equilateral triangle with the same number of dots on each side. For
example, the first triangular number is 1, the second is 3, the third is 6, the fourth
is 10 and so on.
1.2 Sketch or a diagram
a) Square numbers
b) Triangular numbers
T1 = 1 T2 = 3 T3 = 6 T4 = 10
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