Master Maths Fluency, Times Tables & MTC Speed
A 100% ad-free, interactive learning platform designed for Year 4 & Year 5 pupils (Ages 8β10). Built with visual mastery models (ten-frames, arrays, bar models) and official UK Multiplication Tables Check (MTC) simulation.
Explore Learning Zones
1. Learn & Master
Explore 16 core KS2 curriculum topics with visual models: Ten-Frames, Number Bonds to 10/20, Subtraction Across Zeros, Fractions Bar Models, Prime Numbers, and Roman Numerals.
2. Untimed Practice
Low-stakes, untimed question generator with instant visual feedback, step-by-step strategy hints, voice read-aloud (π), and our intelligent Tricky Facts Buster.
3. Speed Challenge & MTC
Simulate the official UK Standards & Testing Agency Year 4 Multiplication Tables Check (25 questions, 6 seconds each) and earn printable Gold Award Certificates!
π Why Parents, Pupils & Schools Choose KS2MathsHub
100% Ad-Free & Safe
No advertisements, zero third-party tracking, and zero distractions. Built strictly compliant with the UK ICO Children's Code.
Anti-Tally Visual Models
Teaches mental chunking, doubling, and place-value bridging to eliminate slow finger-counting habits forever.
Gamified Rewards & Badges
8 unlockable trophy achievements, streak multipliers, confetti celebrations, and official printable PDF certificates.
β Frequently Asked Questions (FAQ)
The Multiplication Tables Check (MTC) is a compulsory national assessment taken by Year 4 pupils in England. It consists of 25 random multiplication questions up to 12 Γ 12, with an exact 6-second time limit per question.
Yes! All 16 learning modules, the untimed quiz practice, the MTC speed simulator, and printable award certificates are 100% free and ad-free for pupils, parents, and schools.
We store practice scores, trophy badges, and tricky facts locally inside your device's browser (localStorage). No personal names, emails, or passwords are ever sent to or stored on external servers.
Absolutely! KS2MathsHub is fully responsive and designed to look crisp and clear on classroom smartboards, desktop PCs, laptops, iPads, and Android tablets.
Complete Times Tables (1 to 12)
UK MTC Requirement (Up to 12 Γ 12)Click any times table below to view all 12 lines in a single-line vertical table showing the repeated addition breakdown for every equation:
π 12 Γ 12 Master Multiplication Grid
All 144 multiplication facts in one interactive grid. Hover over any cell to see how rows and columns intersect!
Number Bonds (10 & 20) & Addition Tables
Foundational KS2 Mental FluencyA Ten-Frame shows number pairs that fill 10. When you know 3 + 7 = 10, you automatically know its mirror turn-around 7 + 3 = 10!
β Addition Friends of 10
Adding either partner first makes 10:
β Subtraction Friends of 10
Take away one friend, get the other:
Fact Families: Addition Solves Subtraction
To solve 7 - 3 = ?, think of the addition pair: "What number plus 3 equals 7?"
Since 3 + 4 = 7, then 7 - 3 = 4 instantly!
Bridging through 10 (Jumping Strategy)
When adding numbers (like 8 + 5):
1. Jump to 10 first: 8 + 2 = 10.
2. Take the remaining part from 5: 5 - 2 = 3.
3. Add together: 10 + 3 = 13!
Subtracting Across Zeros & Regrouping
Year 4 & 5 Core SkillWhen the top number has zeros (like 200 - 125) or the top units digit is smaller than the bottom units (like 103 - 27), standard column borrowing can feel tricky and cause mistakes. Here are the 3 best ways to master it:
π’ Try Any Numbers with Zeros or Regrouping:
Multiplying & Dividing by 10, 100, and 1,000
Never think "just add a zero"βthat causes big mistakes with decimals! Instead, the digits slide left or right on the Place Value grid while the decimal point stays fixed.
π’ Place Value Slider Simulator:
Rounding Numbers (Nearest 10, 100, 1,000)
Think of a Rollercoaster Hill! If a number reaches the halfway mark (5 or more), it climbs over the peak and rolls UP. If it's less than 5, it rolls DOWN.
Fractions of Amounts (Bar Model Strategy)
To find 3/4 of 28, remember the golden 2-step rhyme:
"Divide by the bottom, times by the top!"
Factors & Factor Rainbows
A Factor is a number that divides into another number exactly with no remainder. Factors always come in multiplication pairs!
Prime Numbers (Up to 100)
A Prime Number has strictly 2 factors: 1 and itself. Explore the Sieve of Eratosthenes grid below:
Square (nΒ²) & Cube (nΒ³) Numbers
A Square Number ($n^2 = n \times n$) forms a flat 2D square. A Cube Number ($n^3 = n \times n \times n$) forms a 3D solid cube!
Equivalent Fractions & Fraction Addition
Fractions are equivalent when they represent the same amount. When adding fractions with the same denominator, keep the bottom number the same and add only the top numbers!
Negative Numbers & Temperature (Through Zero)
Negative numbers are values less than zero. Think of a thermometer: water freezes at $0^\circ\text{C}$, and temperatures below zero have a minus sign ($-1^\circ\text{C}, -2^\circ\text{C}$).
Roman Numerals (Up to 1,000 'M')
The Romans used 7 basic letters: I (1), V (5), X (10), L (50), C (100), D (500), M (1,000).
Perimeter & Area of Rectangles
Perimeter is the distance around the outside fence ($2 \times [L+W]$). Area is the total space inside ($L \times W$).
Metric Unit Conversions
Converting between units uses powers of 10: 1 km = 1,000 m, 1 m = 100 cm, 1 kg = 1,000 g, 1 L = 1,000 ml.
π Hall of Fame: Your Personal Records
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