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What separates a good Mathematics lesson from a memorable one is not how quickly a student is corrected, but how deeply they understand the correction.
A student of mine was simplifying:
√275 − √112
and attempted to turn it into:
√(275 − 112)
I knew it was incorrect.
But instead of immediately saying, "No, that's wrong," I paused.
Why?
Because when students are simply told they are wrong, they often correct that particular question and move on. The deeper understanding may never come.
So I created a much simpler example:
√25 − √16
I then asked the student to compare:
√25 − √16
with
√(25 − 16)
The student worked it out:
5 − 4 = 1
but
√9 = 3
The look of realization was priceless.
At that moment, I did not need to explain the rule.
The Mathematics explained itself.
This is one of the things I enjoy most about teaching.
Sometimes, the most powerful lesson is not the one you explain. It is the one a student discovers for themselves.
Those moments build confidence, deepen understanding, and create learning that lasts far beyond the classroom.
And as a tutor, those moments are worth far more than simply giving the correct answer.
© Mbielu Anurika C.
My name is Mbielu Anurika Chioma.
I graduated with a Second Class Upper Division in Mathematics from the prestigious University of Nigeria, Nsukka, Enugu State.
Whenever I see people ask, "What exactly did I go to the university to learn?" I just smile.
The mode of training I received at the university is exactly what I am now mildly inculcating into the students I tutor today.
One thing about me is that I do not believe in spoon-feeding students.
If I present a student with a question on a topic they have learnt before but have forgotten, I will use every skill I gathered during my years at the university to guide, question, encourage, and sometimes gently pressure them until they find a way to solve it themselves.
Many students think I am being strict.
I am not.
I am training them.
When introducing new topics, if there are related concepts they have learnt previously, I deliberately connect the topics together and allow them to discover patterns for themselves rather than doing all the work for them.
This is one reason lazy students may not like me.
But life does not reward dependence.
Life rewards problem-solvers.
Looking back today, if we had been spoon-fed at the university, I am afraid many of us would not have become who we are today.
We learnt how to write project topics.
We learnt how to write academic papers.
We learnt how to carry out research.
We learnt how to solve academic problems with very minimal supervision.
Many times, we had to figure things out ourselves.
Special appreciation to my late friend, Nicholas Stanley, of blessed memory, who played a role in shaping that journey.
Interestingly, while we were students, many of us thought our lecturers were punishing us.
Today, I know better.
They were building our confidence.
They were building our resilience.
They were teaching us how to think independently.
They were preparing us for life beyond the classroom.
That is exactly why I do not spare my students.
Not because I want to stress them.
Not because I enjoy seeing them struggle.
But because I know what awaits them at higher levels of education and in life itself.
The student who is constantly spoon-fed today may struggle tomorrow when nobody is available to hold their hand.
The student who is trained to think will always find a way forward.
To all my lecturers from Year 1 to Year 4, thank you for the impact you made on my life.
And to my students:
Trust the process.
The struggle you experience today may be the very thing that gives you confidence tomorrow.
School is not a scam.
The right training can change the entire course of a person's life.
Parents and students, let me ask:
Do you prefer a tutor who gives answers, or a tutor who teaches students how to find answers?
Let's discuss.
30/05/2026
A client recently referred another parent to CMA, and the new parent was very specific about the tutor he wanted for his child.
Why?
Because the referring parent could not stop talking about how good the tutor was and the impact he had made.
What makes this story even more interesting is that the tutor being requested is our CMA GCSE Student of the Year for 2025.
The parent had no idea.
He also did not know that this same tutor was once a student who had been under the tutelage, guidance, and mentorship of CMA tutors for over three years.
One of the benefits of becoming a CMA Star Student is the opportunity to mentor and teach younger students under our supervision. It allows our outstanding students to develop leadership, communication, and teaching skills while inspiring others to achieve excellence.
Moments like this remind us why we do what we do.
At CMA, we do not just teach students to pass examinations. We nurture confidence, discipline, leadership, and excellence.
Sometimes, the students we train become the very people others begin to recommend and request by name.
That is the power of consistent teaching, mentoring, and believing in young people.
© Mbielu Anurika C
Founder, CMA
PS: The Image is that of CMA's founder in her twenties.
30/05/2026
📢 IMPORTANT ANNOUNCEMENT TO ALL CONTENDERS
If you eventually win the prestigious title of CMA's GCSE Student of the Year and fail to submit a suitable photograph for publication and recognition purposes, the award will be immediately transferred to the next eligible contender.
Please take note and ensure you are prepared to provide a photograph should you emerge as the winner.
No photograph, no title.
Thank you.
Coach Masters Arena (CMA)
29/05/2026
One of the reasons students lose marks in Mathematics is because they get used to seeing certain answers and stop thinking about what the question is actually asking.
For example:
x² = 64
Many students write:
x = 8
and move on.
Unfortunately, that answer is incomplete.
Why?
Because both:
8 × 8 = 64
and
-8 × -8 = 64
Therefore:
x = ±8
is the complete answer.
Now compare that with this:
A circle has an area of 64π cm². Find the radius.
Again, we get:
r² = 64
Mathematically:
r = ±8
But this time, r represents a radius, and a radius is a length. Lengths cannot be negative.
Therefore:
r = 8 cm only.
The lesson here is simple:
Mathematics is not just about carrying out calculations. It is also about understanding what the question is asking.
When you arrive at a square root answer, don't automatically write the positive value because that is what you are used to seeing.
Pause and ask yourself:
“Am I solving for a number, or am I finding a measurement?”
At Coach Masters Arena, we train students to pay attention to these small details because they are often the difference between scoring 75% and scoring 95%.
Many examination marks are not lost because students do not know the Mathematics; they are lost because students fail to interpret the Mathematics correctly.
Reaching you with knowledge wherever you are.
29/05/2026
A bright student may still:
1. Cause distractions during lessons.
2. Miss questions he or she is actually capable of solving.
3. Feel discouraged when faced with difficult or heavily worded questions.
These challenges are often not due to a lack of intelligence. Rather, they may stem from concentration issues, examination technique, confidence, resilience, or other learning habits that need individual attention.
At Coach Masters Arena (CMA), we are paid to deliver lessons, but as empathetic tutors, we also work with parents to identify and address these challenges where necessary.
Because our lessons are conducted on a one-to-one basis, we are able to observe each student closely, identify specific weaknesses, and provide the personalised support needed to help them overcome them.
Regular schools play a vital role in a child's education, but understandably, teachers may not always have the time to provide this level of individual attention to every child in the classroom.
This is one of the reasons many parents choose to complement regular schooling with CMA's one-to-one online tutoring programme.
We do not simply teach subjects; we help students become more focused, confident, disciplined, and effective learners.
Coach Masters Arena (CMA)
Reaching you with knowledge wherever you are.
29/05/2026
When I was much younger, I joined the Girls' Brigade.
One thing they drilled into us during parade was this:
"Obey the last command."
You could have executed the first three commands perfectly.
"Attention!" ✔️
"Stand at ease!" ✔️
"Quick march!" ✔️
But if the final command was "HALT!" and you kept marching, you were wrong.
Not partially wrong.
Wrong.
Recently, I gave a student this question:
The ratio of boys to girls in a school is 4:5. There are 95 girls in the school. Work out the total number of students in the school.
The student correctly found the number of boys.
Excellent.
But then he stopped.
The answer he wrote was the number of boys.
The problem?
The question did not ask for the number of boys.
It asked for the total number of students.
Immediately, my Girls' Brigade days came back to me.
Many students lose marks, not because they cannot do the Maths, but because they fail to obey the final instruction.
They get so excited that they have found a number that they forget to ask:
"What exactly am I being asked to find?"
At Coach Masters Arena, we constantly remind our students:
🔹 Read carefully.
🔹 Work carefully.
🔹 But most importantly, before writing your final answer, read the LAST line of the question again.
The examiner is not marking what you calculated.
The examiner is marking what you were asked to calculate.
Remember:
In a parade, you obey the last command.
In an examination, you answer the last instruction.
Many marks are lost not because students don't know the work, but because they don't finish listening to the question.
© Mbielu Anurika C.
28/05/2026
Grace, this right here is the kind of work that makes a teacher genuinely proud. 👏
Not because every single answer was perfect, but because your work speaks loudly about your mindset as a student.
You showed:
- Full workings clearly step by step.
- Proper mathematical reasoning.
- Organisation and neat presentation.
- Confidence in attempting every question.
- Patience in breaking problems down instead of guessing.
A lot of students want correct answers, but they don’t understand that examiners reward THINKING, METHOD and WORKING, not just final answers. Grace demonstrated that she understands this already, and that is a very powerful academic habit to have at her level.
Even the way she structured her page shows seriousness, discipline and readiness to learn. You can literally follow her thought process from beginning to end without confusion — that is excellent mathematical communication.
Grace, never stop showing your workings like this. Whether an answer is right or wrong, a student who thinks carefully and writes methodically will always improve faster than a student who hides their process and guesses.
This is beautiful work.
Very proud of you. 🌟
Your Maths tutor, proudly.
27/05/2026
🎓 CMA CGSE Student of the Year Award 2025/2026 – Another Opportunity!
Are you a dedicated CMA CGSE student with outstanding academic performance?
Here’s your chance to shine!
Applications are now open for the CMA CGSE Student of the Year Award 2025/2026. This award recognizes excellence, commitment, and contribution to the student community.
Eligibility:
· Currently enrolled in the CMA CGSE program for atleast a year
· Strong academic record under the CMA scheme
How to Apply: See criteria in the flyer below
Don’t miss this opportunity to be celebrated for your hard work and dedication!
DM - Anurika Chioma Mbielu for more information