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9.25K
impressions
5.58M
likes
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3.90K
posts
305
engagement
4.10%
emv
$173K
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No calculator. And multiplying 1.01 by itself 100 times isn't exactly appealing. There’s a much smarter way to compare them without ever calculating (1.01^{100}). This is a lovely example of why binomial expansion is more than just an algebra technique.
352K
10.4K
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2mo ago
marcusmathstutor
No calculator. And multiplying 1.01 by itself 100 times isn't exactly appealing. There’s a much smarter way to compare them without ever calculating (1.01^{100}). This is a lovely example of why binomial expansion is more than just an algebra technique.
Most people's first instinct is to solve for (A) and (B). You don't have to. With just two facts, (A+B=5) (AB=3) You can work out  (A⁴ + B⁴) using nothing more than a couple of algebra identities. Did you try finding (A) and (B) first?
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4mo ago
marcusmathstutor
Most people's first instinct is to solve for (A) and (B). You don't have to. With just two facts, (A+B=5) (AB=3) You can work out  (A⁴ + B⁴) using nothing more than a couple of algebra identities. Did you try finding (A) and (B) first?
Legend says a man was drowned for revealing this. Two thousand years ago the Greeks believed every number was a tidy fraction. Then someone proved √2 isn’t, and it shook their whole worldview. The argument is short and ruthless: proof by contradiction, one of the most powerful tools in mathematics.
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4mo ago
marcusmathstutor
Legend says a man was drowned for revealing this. Two thousand years ago the Greeks believed every number was a tidy fraction. Then someone proved √2 isn’t, and it shook their whole worldview. The argument is short and ruthless: proof by contradiction, one of the most powerful tools in mathematics.
Finding 3 solutions means you’ve missed 2. This equation looks like it should behave like a quadratic, but it has 5 solutions. The first few come naturally if you know your laws of indices. The final two require spotting a case that’s very easy to overlook.
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1mo ago
marcusmathstutor
Finding 3 solutions means you’ve missed 2. This equation looks like it should behave like a quadratic, but it has 5 solutions. The first few come naturally if you know your laws of indices. The final two require spotting a case that’s very easy to overlook.
Don't just cancel out variables on both sides. You'll lose a solution. Here's why.
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7mo ago
marcusmathstutor
Don't just cancel out variables on both sides. You'll lose a solution. Here's why.
How many numbers from 1 to 1,000 contain a 9? You could start counting: 9, 19, 29, 39... 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? The better question is: How many numbers don’t contain a 9? 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. That change of perspective is exactly the kind of problem-solving we want young mathematicians to develop.
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2mo ago
marcusmathstutor
How many numbers from 1 to 1,000 contain a 9? You could start counting: 9, 19, 29, 39... 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? The better question is: How many numbers don’t contain a 9? 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. That change of perspective is exactly the kind of problem-solving we want young mathematicians to develop.
√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.
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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.
Master the art of the sketch! From intercepts to asymptotes, here is how you map out algebraic fractions.
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6mo ago
marcusmathstutor
Master the art of the sketch! From intercepts to asymptotes, here is how you map out algebraic fractions.
Look for symmetry before solving. A quick square turns a messy problem into a simple answer.
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6mo ago
marcusmathstutor
Look for symmetry before solving. A quick square turns a messy problem into a simple answer.
Can you find the area of this circle?
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8mo ago
marcusmathstutor
Can you find the area of this circle?
The math trap that steals marks. Why squaring an equation creates fake answers.
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5mo ago
marcusmathstutor
The math trap that steals marks. Why squaring an equation creates fake answers.
Algebra trick revealed
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8mo ago
marcusmathstutor
Algebra trick revealed
Using the power of indices to solve equations that seem impossible at first glance.
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5mo ago
marcusmathstutor
Using the power of indices to solve equations that seem impossible at first glance.
Watch as we break down this tricky geometry problem into simple shapes to find the exact shaded area using basic radius and tangent rules.
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7mo ago
marcusmathstutor
Watch as we break down this tricky geometry problem into simple shapes to find the exact shaded area using basic radius and tangent rules.
What’s the smallest number divisible by every number from 1 to 10? You could start testing numbers one by one… but there’s a much cleaner way. The key is noticing which divisibility conditions you can completely ignore. Save this one for a neat example of how prime factorisation can turn a messy problem into a manageable one.
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2mo ago
marcusmathstutor
What’s the smallest number divisible by every number from 1 to 10? You could start testing numbers one by one… but there’s a much cleaner way. The key is noticing which divisibility conditions you can completely ignore. Save this one for a neat example of how prime factorisation can turn a messy problem into a manageable one.
Use structure, not guesswork. Factoring and constraints turn one equation into a solvable system.
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6mo ago
marcusmathstutor
Use structure, not guesswork. Factoring and constraints turn one equation into a solvable system.
Empirical verification across initial parameters cannot substitute for deductive algebraic proof.
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5mo ago
marcusmathstutor
Empirical verification across initial parameters cannot substitute for deductive algebraic proof.
Even with no real solutions, you can still factor it. Build a perfect square—then use difference of squares.
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6mo ago
marcusmathstutor
Even with no real solutions, you can still factor it. Build a perfect square—then use difference of squares.
Move terms to one side and use partial factoring to solve the single equation for x and y.
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5mo ago
marcusmathstutor
Move terms to one side and use partial factoring to solve the single equation for x and y.
Think you have what it takes to solve this Math Olympiad simultaneous equation designed for 16-year-olds? Watch the step-by-step algebraic breakdown to find the solution, and see why simply guessing the answer won't get you full marks!
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marcusmathstutor
Think you have what it takes to solve this Math Olympiad simultaneous equation designed for 16-year-olds? Watch the step-by-step algebraic breakdown to find the solution, and see why simply guessing the answer won't get you full marks!

Marcus (@marcusmathstutor) TikTok Stats & Analytics

Marcus (@marcusmathstutor) has 9.25K TikTok followers with a 4.10% engagement rate over the past 12 months. Across 305 videos, Marcus received 225K total likes and 5.58M views, averaging 738 likes per video. This page tracks Marcus's performance metrics, top content, and engagement trends — updated daily. To benchmark @marcusmathstutor against other accounts, use Socialpruf's TikTok competitor analysis tool.

Marcus (@marcusmathstutor) TikTok Analytics FAQ

How many TikTok followers does Marcus have?+
Marcus (@marcusmathstutor) has 9.25K TikTok followers as of November 2026.
What is Marcus's TikTok engagement rate?+
Marcus's TikTok engagement rate is 4.10% over the last 12 months, based on 305 videos.
How many likes does Marcus get on TikTok?+
Marcus received 225K total likes across 305 videos in the last 12 months, averaging 738 likes per video.
How many TikTok views does Marcus get?+
Marcus's TikTok content generated 5.58M total views over the last 12 months.
Can I compare Marcus with other TikTok accounts?+
Yes. Add @marcusmathstutor to a competitor set with Socialpruf's TikTok 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.