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19.0K
impressions
6.43M
likes
124K
comments
2.78K
posts
307
engagement
1.97%
emv
$163K
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20.9K

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Don't just cancel out variables on both sides. You'll lose a solution. Here's why.
1.73M
23.3K
311
7mo ago
marcusmathstutor
Don't just cancel out variables on both sides. You'll lose a solution. Here's why.
Unlock the solution to this algebra problem by using the perfect cube expansion to connect the two given equations. Once you substitute the known values, the complex numbers cancel out nicely to reveal that xy is simply 1!
293K
9.38K
149
8mo ago
marcusmathstutor
Unlock the solution to this algebra problem by using the perfect cube expansion to connect the two given equations. Once you substitute the known values, the complex numbers cancel out nicely to reveal that xy is simply 1!
To solve this tricky Olympiad math puzzle where no angles are initially provided, you must leverage the equal side lengths of the square and equilateral triangle to reveal hidden isosceles triangles and deduce the final 45-degree angle.
142K
3.58K
75
7mo ago
marcusmathstutor
To solve this tricky Olympiad math puzzle where no angles are initially provided, you must leverage the equal side lengths of the square and equilateral triangle to reveal hidden isosceles triangles and deduce the final 45-degree angle.
Can you find the area of this circle?
141K
3.92K
68
8mo ago
marcusmathstutor
Can you find the area of this circle?
Don't just cancel out squares and square roots. You have to pay attention to the numbers inside.
139K
1.35K
58
7mo ago
marcusmathstutor
Don't just cancel out squares and square roots. You have to pay attention to the numbers inside.
How many numbers from 1 to 1,000 contain a 9? ㅤ You could start counting: ㅤ 9, 19, 29, 39... ㅤ But it gets messy surprisingly quickly. What happens at 90? Or 99? How do you make sure you haven’t missed or double-counted anything? ㅤ The better question is: ㅤ How many numbers don’t contain a 9? ㅤ Sometimes the fastest way to solve a maths problem is to stop trying to solve the problem you were given and find an easier one instead. ㅤ That change of perspective is exactly the kind of problem-solving we want young mathematicians to develop.
138K
3.54K
64
2mo ago
marcusmathstutor
How many numbers from 1 to 1,000 contain a 9? ㅤ You could start counting: ㅤ 9, 19, 29, 39... ㅤ But it gets messy surprisingly quickly. What happens at 90? Or 99? How do you make sure you haven’t missed or double-counted anything? ㅤ The better question is: ㅤ How many numbers don’t contain a 9? ㅤ Sometimes the fastest way to solve a maths problem is to stop trying to solve the problem you were given and find an easier one instead. ㅤ That change of perspective is exactly the kind of problem-solving we want young mathematicians to develop.
To solve this tricky Olympiad math puzzle where no angles are initially provided, you must leverage the equal side lengths of the square and equilateral triangle to reveal hidden isosceles triangles and deduce the final 45-degree angle.
136K
1.77K
50
1mo ago
marcusmathstutor
To solve this tricky Olympiad math puzzle where no angles are initially provided, you must leverage the equal side lengths of the square and equilateral triangle to reveal hidden isosceles triangles and deduce the final 45-degree angle.
√2 or ∛3. Which is bigger? They’re incredibly close, so decimal approximations aren’t very satisfying. But there’s a neat way to compare them exactly, without a calculator. The key is turning both roots into powers you can compare directly.
120K
2.06K
33
2mo ago
marcusmathstutor
√2 or ∛3. Which is bigger? They’re incredibly close, so decimal approximations aren’t very satisfying. But there’s a neat way to compare them exactly, without a calculator. The key is turning both roots into powers you can compare directly.
Unlock the solution to this algebra problem by using the perfect cube expansion to connect the two given equations. Once you substitute the known values, the complex numbers cancel out nicely to reveal that xy is simply 1!
117K
2.08K
30
2w ago
marcusmathstutor
Unlock the solution to this algebra problem by using the perfect cube expansion to connect the two given equations. Once you substitute the known values, the complex numbers cancel out nicely to reveal that xy is simply 1!
How to Simplify "Impossible" Nested Surds in Math Olympiads
115K
3.24K
37
5mo ago
marcusmathstutor
How to Simplify "Impossible" Nested Surds in Math Olympiads
Even with no real solutions, you can still factor it. Build a perfect square—then use difference of squares.
104K
2.27K
31
6mo ago
marcusmathstutor
Even with no real solutions, you can still factor it. Build a perfect square—then use difference of squares.
Maths shapes long-term opportunities more than most activities, yet gets the least investment. We exist to turn that around. The Maths Mastery Academy is designed to bring on the next generation of mathematical thinkers. We use preparation for maths competitions as a vehicle to teach problem-solving, deeper insights, and to level up your child's mathematics. If they have the talent... why waste it? Let us help unlock their full potential - tap 'Learn More' to see how we can help.
94.4K
177
20
11mo ago
marcusmathstutor
Maths shapes long-term opportunities more than most activities, yet gets the least investment. We exist to turn that around. The Maths Mastery Academy is designed to bring on the next generation of mathematical thinkers. We use preparation for maths competitions as a vehicle to teach problem-solving, deeper insights, and to level up your child's mathematics. If they have the talent... why waste it? Let us help unlock their full potential - tap 'Learn More' to see how we can help.
Move terms to one side and use partial factoring to solve the single equation for x and y.
87.1K
2.27K
37
5mo ago
marcusmathstutor
Move terms to one side and use partial factoring to solve the single equation for x and y.
These two numbers look almost identical. In fact, the difference is only about 0.0002. But this is a non-calculator problem, so how can you prove which one is bigger? The key is turning each difference of square roots into something much easier to compare. A lovely example of how algebra can reveal what a decimal approximation hides.
82.3K
862
22
2mo ago
marcusmathstutor
These two numbers look almost identical. In fact, the difference is only about 0.0002. But this is a non-calculator problem, so how can you prove which one is bigger? The key is turning each difference of square roots into something much easier to compare. A lovely example of how algebra can reveal what a decimal approximation hides.
This one strategy makes simultaneous equations way easier—and schools barely teach it.
80.1K
2.36K
26
10mo ago
marcusmathstutor
This one strategy makes simultaneous equations way easier—and schools barely teach it.
Empirical verification across initial parameters cannot substitute for deductive algebraic proof.
68.4K
1.18K
32
5mo ago
marcusmathstutor
Empirical verification across initial parameters cannot substitute for deductive algebraic proof.
Look for symmetry before solving. A quick square turns a messy problem into a simple answer.
63.1K
1.32K
16
6mo ago
marcusmathstutor
Look for symmetry before solving. A quick square turns a messy problem into a simple answer.
Use structure, not guesswork. Factoring and constraints turn one equation into a solvable system.
61.1K
2.16K
43
6mo ago
marcusmathstutor
Use structure, not guesswork. Factoring and constraints turn one equation into a solvable system.
The math trap that steals marks. Why squaring an equation creates fake answers.
60.6K
1.23K
71
5mo ago
marcusmathstutor
The math trap that steals marks. Why squaring an equation creates fake answers.
The math logic that seems to break the internet.
60.4K
832
39
5mo ago
marcusmathstutor
The math logic that seems to break the internet.

Marcus | Competition Maths Tutor (@marcusmathstutor) Instagram Stats & Analytics

Marcus | Competition Maths Tutor (@marcusmathstutor) has 19.0K Instagram followers with a 1.97% engagement rate over the past 12 months. Across 307 posts, Marcus | Competition Maths Tutor received 124K total likes and 6.43M impressions, averaging 404 likes per post. This page tracks Marcus | Competition Maths Tutor's performance metrics, top content, and engagement trends — updated daily. To benchmark @marcusmathstutor against other accounts, use Socialpruf's Instagram competitor analysis tool.

Marcus | Competition Maths Tutor (@marcusmathstutor) Instagram Analytics FAQ

How many Instagram followers does Marcus | Competition Maths Tutor have?+
Marcus | Competition Maths Tutor (@marcusmathstutor) has 19.0K Instagram followers as of November 2026.
What is Marcus | Competition Maths Tutor's Instagram engagement rate?+
Marcus | Competition Maths Tutor's Instagram engagement rate is 1.97% over the last 12 months, based on 307 posts.
How many likes does Marcus | Competition Maths Tutor get on Instagram?+
Marcus | Competition Maths Tutor received 124K total likes across 307 posts in the last 12 months, averaging 404 likes per post.
How many Instagram impressions does Marcus | Competition Maths Tutor get?+
Marcus | Competition Maths Tutor's Instagram content generated 6.43M total impressions over the last 12 months.
Can I compare Marcus | Competition Maths Tutor with other Instagram accounts?+
Yes. Add @marcusmathstutor to a competitor set with Socialpruf's Instagram competitor analysis tool and benchmark it side by side with any other public accounts on views, engagement rate and follower growth, with history back to each account's first post.