B.Sc @ University of South Africa

**I can teach: **
Trigonometry, Algebra Basics, Algebra, Geometry, Precalculus, Differential Calculus, Integral Calculus, Arithmetic, Basic Geometry, Basic Statistics view more..Trigonometry, Algebra Basics, Algebra, Geometry, Precalculus, Differential Calculus, Integral Calculus, Arithmetic, Basic Geometry, Basic Statistics, Pre Algebra, Basic Operations, Fractions, Measurement, Geometry, Decimals, Factors & Multiples view less..

My teaching experience spans 5 years as at end of 2018. I have been involved in tutoring both primary and high school learners privately and at tutoring companies/centres.

I am privileged to be a Facilitator for the company AdMaths which facilitates the teaching of the South African AP Mathematics curriculum to schools.

Since 2017, I began entering the field of E-Learning as an Online Math Tutor, which I see as a lifelong pursuit.

MathElf, an online tutoring App has since shut down in August 2018. Using their App accessible on an iPad/iPhone device, I was part of a family of experts that provided excellent online tutoring support to thousands of students around the World.

I was born and bread in the Town of Springs, South Africa. At the core of my life is spiritual pursuits. Thus, I am interested in part time/flexible teaching of Mathematics opportunities for sustenance.

**Algebra: **Q: Solve for x: 4x - (4 - 5x) > 6x + 23, x E R
A:
Distribute the negative:
4x - 4 + 5x > 6x + 23
Gather like terms on each side:
4x + 5x - 6x > 23 + 4
Simplify:
3x > 27
Divide both sides by the coefficient of x:
x > 9 (note that the inequality sign remains unchanged as the coefficient of x is positive)
Thus the solution is: x > 9 (all real values greater than 9)

**Precalculus: **Q: An arc AB of a circle with center O and radius = 10cm subtends an angle k = 0,5 radians at O.
Determine the length of the arc AB.
A: Length of Arc AB = r x k
= 10 x 0,5
= 5 cm

**Pre Algebra: **Q: A football club has 160 players. The ratio between the experienced players to the new players is 5 : 3 respectively.
Determine the number of new players.
A: The total of the ratio: 5 + 3 = 8
Number of new players:
3/8 x 160 = 60
Thus there are 60 new players in this football club.

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