10 Questions
Find the range of the function for the ______ domain.
given
Calculate the limit as x approaches ______ of (e2x - e-x + 4).
infinity
Find the derivative of the function f(x) = 2ln ______.
x
Find the vertical asymptote for f(x) = ______ / (2x - 3).
x
Evaluate the limit as x approaches ______ of (x^2 / x).
zero
The exam paper is composed of ______ section.
one
The allowed materials for the exam are ______ calculator and ______ pen.
mathematical non-programmable, blue or black
The duration of the exam is ______ hours.
3
The exam is for ______ level students.
RTQF LEVEL 4
The module code and title is ______ mathematical analysis.
Fundamental
Study Notes
Exam Details
- Exam name: RTQF L4 – Fundamental Mathematical Analysis
- Date: Thursday, 07 July 2022
- Time: 08H30 – 11H30 PM
- Sectors: Agriculture and Food Processing, Construction and Building Services, ICT and Multimedia, Manufacturing and Mining, Energy, Transport and Logistics, Technical Services
- Trades: Multiple trades listed, including Animal Health, Crop Production, Software Development, and more
Exam Structure
- One section with 15 compulsory questions
- Total marks: 100
- Duration: 3 hours
- Allowed materials: Mathematical non-programmable calculator, blue or black pen
Question Types
- Finding domain of definition
- Finding limits
- Determining derivatives
- Identifying even or odd functions
- Finding ranges and asymptotes
- Calculating limits
- Sketching functions
- Differentiating using tangent and normal line formulas
This exam is for students in the Agriculture and Food Processing, Construction and Building Services, ICT and Multimedia, Manufacturing and Mining, Energy, Transport and Logistics, and Technical Services sectors, covering fundamental mathematical analysis concepts.
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