Teaching Approaches

Manipulatives vs. SplashLearn: Flexible Tools for Singapore Math and Advanced Learners

Compare Manipulatives and SplashLearn, and discover how 18 interactive math tools support Singapore Math, deeper problem solving, and lessons you can adapt to your child.

Short answer

Manipulatives is an open-ended alternative to SplashLearn for parents and teachers who want to build their own math lessons. Its 18 tools support visual modeling, Singapore Math, and deeper elementary problem solving. Choose the materials, examples, and pace to match your child; five tools are free, with the full library available through optional Pro access.

Looking for a SplashLearn alternative for Singapore Math, homeschool lessons, or an elementary learner who keeps asking “why”? Manipulatives.app gives you 18 interactive math tools for building your own examples, exploring connections, and taking a good question further.

We believe Manipulatives is the better fit when you want to teach through models and adapt the lesson yourself. Choose the material, set the challenge, and invite your child to explain what they see. A familiar tool can support a much deeper investigation simply by changing the question.

Manipulatives vs. SplashLearn: what changes?

SplashLearn’s U.S. App Store listing shows about 32,000 ratings as of October 25, 2026. It describes a preschool-to-grade-5 learning program with math and reading games, an adaptive learning path, and coins and rewards. Its math coverage includes fractions, geometry, and multi-step word problems.

Manipulatives offers a different starting point: a collection of materials you control. Open Math Bars for a part–whole problem, Fraction Tiles for equivalence, or Geoboard for a shape investigation. The problem can come straight from your Singapore Math textbook, a homeschool lesson, or your child’s own curiosity.

The teaching toolkit comparisonOne toolbox. More possibilities.Features for the way you want to teach.
What matters
to your lesson
Our appManipulativesBuild & exploreSplashLearnPlay & practice
Open-ended tools as the main experienceStart with a model you create
No coins or game rewardsKeep discovery at the center
No account neededOpen the app and choose a tool
Ad-free learningExplore without advertising
Visual math experiencesMake mathematical ideas visible
Fractions and geometryExplore beyond early counting
Available on iPhone and iPadBring math to a device you own

The first row compares each app’s main experience: open-ended materials versus a game-based learning program. Checks describe features, not measured learning outcomes.

Sources: our tools, our privacy policy, SplashLearn’s App Store listing, and its account setup guidance. Checked October 25, 2026.

18 manipulatives, many ways to teach one idea

The advantage of a broad manipulative library is choice. Different representations reveal different parts of the same idea. A child might see an addition strategy in Ten Frames, explain it with Math Bars, and then explore the same relationship on a Number Line.

  • Build number sense: Math Bars, Ten Frames, Hundred Chart, Rekenrek, Two-Color Counters, and Linking Cubes.
  • Investigate fractions and position: Fraction Tiles and Number Line.
  • Explore shape and space: Geoboard, Pattern Blocks, Tangram Canvas, and Shape Builder.
  • Connect math to daily life: Money Counting, Teaching Clock, and Thermometer.
  • Ask questions about chance: Dice Roller and Probability Spinner.
  • Record a visual idea: Sketch Pad.

Each tool has its own workspace. Move between tools as your lesson develops, and use paper alongside them to connect the representations. Math Bars, Ten Frames, Hundred Chart, Dice Roller, and Teaching Clock are free; optional Pro access adds the other 13 tools.

Why this flexibility fits Singapore Math

Singapore Math Inc. describes an approach built around concrete–pictorial–abstract progression, number bonds, and bar modeling. The connection between a quantity, its picture, and its equation is part of the lesson itself.

Manipulatives lets you stay with that connection. Build an example, ask the child to describe it, change one quantity, and see whether their explanation still works. When a textbook asks for a different method, you can choose another material and investigate the same problem.

Use physical objects for the concrete experience, the app for movable visual models, and paper for drawings and equations. Math Bars can help explore quantities and part–whole relationships before you sketch a conventional Singapore bar diagram. You decide when to move between these representations.

Try a missing-part problem, then deepen it

“A box holds 12 pencils. Five are blue and the rest are red. How many are red?” Use Math Bars to represent 12 with a ten and a two, then compare that total with a five and the missing amount. Ask the child how they know the missing part is seven.

  1. Build: compare the total with its two parts.
  2. Draw: sketch a bar on paper, split it into a known part and an unknown part, and label the whole.
  3. Write: connect 5 + 7 = 12 with 12 − 5 = 7.
  4. Extend: ask, “If the box held 15 pencils and the number of blue pencils stayed the same, what would change?”

The useful part is the reasoning your child can carry into the next problem. See our Singapore Math guide for more about this progression.

For advanced learners, make the question richer

An advanced elementary learner may be ready for more than finding an answer. Try asking for a proof, a second solution, or a rule that works across several examples. Manipulatives gives you materials for that conversation without requiring a new lesson to be authored inside the app.

Here, “advanced” means deeper reasoning with elementary quantities, fractions, and shapes. The challenge comes from what you ask the child to notice, justify, and generalize.

Fraction Tiles: prove two names describe the same amount

Choose a whole and compare one half with two quarters. Keep the whole the same size and align the pieces at the same starting point. Ask the child to explain why the lengths match. Then compare two thirds with four sixths.

Extend the investigation: “What changes about the number of pieces when each piece becomes half as large? What stays the same?” Have the child draw the models on paper and write 1/2 = 2/4 and 2/3 = 4/6. The aim is an explanation they can apply to a new pair of fractions.

Geoboard: find more than one solution

Make a rectangle two grid spaces wide and three high. Count the six unit squares inside and the ten unit lengths around its edge. Then make a one-by-six rectangle. It also has area six, but its perimeter is fourteen.

Ask, “Can two shapes have the same area and different perimeters? How would you convince someone?” The child can test a claim, compare examples, and explain the relationship using a model they built.

A small change makes a deeper lesson

Follow “What is the answer?” with “Can you show another way?”, “What must stay true?”, or “Can you find an example that breaks your rule?”

A SplashLearn alternative that follows your lesson

For families choosing between Manipulatives and SplashLearn, our strongest reason to choose Manipulatives is the freedom to teach with your own examples. The same tools can support an introductory lesson today and a more demanding investigation tomorrow.

That makes Manipulatives a useful companion for Singapore Math, mastery-based homeschooling, and enrichment with advanced elementary learners. Bring your curriculum’s sequence and questions; use our materials to make the relationships visible.

Start with the five free tools on iPhone or iPad. Try the missing-part activity with Math Bars, then ask your child to invent a problem for you. For another comparison of this teaching approach, read Manipulatives vs. Prodigy Math.