Online Math Tutoring for SMP Students: How to Choose and What to Check in the Trial Class

Learn Math

Nadia Rahmawati
Math Curriculum Team, Algonova

Year 2 primary maths covers six broad areas: numbers to 999, column addition and subtraction, an introduction to multiplication and division, standard units of length mass and time, simple fractions, and the parts of plane shapes.
Year 2 still sits in Phase A alongside Year 1, but the content jumps considerably. This is where a child first meets two things that will stay with them throughout primary school: carrying and borrowing in column arithmetic, and the idea of multiplication.
| Chapter | What is covered | Difficulty |
|---|---|---|
| Numbers to 999 | Place value in hundreds, comparing and ordering numbers | Moderate |
| Column addition and subtraction | Carrying and borrowing | High |
| Multiplication and division | As repeated addition and subtraction; tables 1 to 10 | High |
| Standard units | Length in cm and m, mass in grams and kg, time in hours and minutes | Moderate |
| Simple fractions | Halves, thirds, and quarters as parts of a whole object | Moderate |
| Plane shapes | Sides, angles, and vertices; sorting shapes | Low |
The two hardest chapters are linked, and both rest on the same thing: place value. A child not yet secure that the 3 in 324 means three hundred will stall on carrying, on borrowing, and later on long multiplication.
Carrying and borrowing produce more mistakes than anything else in Year 2, and the cause is almost always the same: the child memorises the steps without understanding why.
A child who has only memorised works like a machine - write the small digit above, remember to add it. As soon as one column behaves unusually, the whole sequence falls apart.
What actually needs understanding is simple: carrying means ten ones have been exchanged for one ten. Borrowing is the reverse - one ten exchanged back into ten ones.
The best tool for showing this is not an explanation but objects that genuinely can be exchanged: ten sticks bundled into one bundle, then the bundle untied again when borrowing. A child who has performed that exchange with their own hands stops treating it as an arbitrary rule.
Borrowing across a zero is the hardest case in Year 2. In 300 minus 145 the child must borrow from a column containing zero, and so must borrow twice in succession. If one part deserves repeated practice, this is it.
In Year 2 multiplication is not yet memorised as tables but understood as repeated addition. Four times three means three taken four times. This order matters - a child pushed straight into memorising the times tables without understanding the meaning will struggle with word problems, because they will not know when to multiply.
The easiest way to embed it is through arrays: four rows of chairs with three chairs in each. The child can count one by one, then realise multiplying is far quicker. That realisation is what makes multiplication feel useful rather than a memorisation chore.
Division is introduced as its opposite: sharing twelve sweets among four children, how many each. A child who grasps this inverse relationship more readily accepts that one multiplication fact simultaneously supplies two division facts.
Toward the end of Year 2, the tables from 1 to 10 should start becoming fluent - not because they must be memorised now, but because the whole of Years 3 and 4 stands on them.
In Year 1 children measure in handspans and paces. In Year 2 they move to formal units: centimetres and metres for length, grams and kilograms for mass, hours and minutes for time.
The part that most often goes wrong is not conversion but reading an analogue clock. A short hand and a long hand, plus the fact that the 3 on a clock face means fifteen minutes, is a genuinely confusing combination. A wall clock at home that is actually used for asking the time is far more effective than a picture of a clock in a book.
Fractions in Year 2 remain very simple: halves, thirds, and quarters, always as a whole object being cut. There are no operations yet. The aim is only one thing - the child accepting that a number can be smaller than one. This foundation is developed later in fractions in Years 3 and 4.
One condition is often forgotten: the pieces must be equal. Children frequently call any piece a half. Cutting bread or paper together resolves this misunderstanding in a single sitting.
For the previous year see Year 1 primary maths topics, and for the year ahead Year 3 primary maths topics. Regular classes for ages 6-7 are Math Starters, and an introductory session can be tried through a free maths diagnostic.
Algonova Indonesia accepts students aged 5 to 17 for coding and math courses. Every age group has a dedicated program designed for their cognitive development stage and interests. For kindergarten kids aged 5-7, we offer ScratchJr (visual block-based coding requiring no reading) and fun basic math introduction. For primary school kids aged 8-12, the program covers Scratch, Roblox, Python Start, and complete math. For junior and senior high teens aged 13-17, focus is on Python, JavaScript, secondary school math, AI courses, full Web Development, UTBK SNBT preparation, and university portfolio. No prior experience is required. An Algonova certified teacher will recommend the right learning path during the free trial class.
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Algonova Indonesia classes come in three formats: 1-on-1 private, a mini-group of 2–4 kids, and a group of up to 10 students. This small group format is deliberately chosen because it provides the optimal balance between social interaction and personal teacher attention. In a mini-group, every child averages about 10 minutes of direct teacher interaction in a single session. Compare with traditional offline bimbel of 20-40 students per class — direct interaction there is only 1-2 minutes per child, or none at all. For families wanting full attention, one-on-one private class is also available (1 student per teacher). This format is more intensive and suits kids with special needs, competition preparation, or specific topic depth.
Choosing the right course for your child depends on three main factors: age, interest, and previous learning stage. The best way to decide is by taking a free trial class at Algonova Indonesia. During the trial class, a certified teacher will talk with the child, understand their interests (games, art, mathematics, science experiments), and assess their ability level. Based on this diagnostic, the teacher recommends the most suitable learning path — perhaps visual coding for creative kids, Python for logic-loving kids, or math tutoring for kids wanting to improve school grades. After the trial, the Algonova team provides a transparent explanation of the recommended program, along with schedule and pricing. No pressure to enrol — we believe the best decisions come from full understanding. Contact our WhatsApp to book a trial.
The Algonova Indonesia trial class is 100% free, no credit card, no auto-subscription. You and your child can attend the entire 60-minute session with no obligation afterwards. Many families take a few days to decide, and that's completely fine. For regular programs, pricing starts from Rp 102,000 per lesson. The price includes a live session with a certified teacher, digital learning materials, platform access, and an official certificate upon completing each level. Final pricing depends on program (coding or math), child's age, and class format (private, mini-group, or group). Full pricing details are shared transparently after the trial class. No surprise fees, every cost component is explained before formal enrolment.
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Yes, Algonova Indonesia students receive an official certificate after completing each level of a coding or math program. The certificate lists the child's name, the program completed (for example Scratch Basics, Python Basics, or Primary School Math), the completion date, and is signed by the Algonova team. The certificate documents the child's learning journey, attaches to a school portfolio or coding competition application, and motivates kids to see the results of their hard work. Some primary and secondary schools in Indonesia accept Algonova certificates as evidence of digital extracurricular activity. Beyond the formal certificate, kids also take home a portfolio of real projects they built themselves: games, animations, websites, or running Python programs. This portfolio is concrete evidence of the child's ability that can be shown to family, teachers, friends, or even in university applications.
Year 2 primary maths covers numbers to 999 and place value in hundreds, column addition and subtraction with carrying and borrowing, an introduction to multiplication and division, standard units of length mass and time, simple fractions, and the parts of plane shapes.
The two hardest chapters are column addition and subtraction with carrying and borrowing, and the introduction to multiplication. Both rest on the same thing: place value. A child not secure that the 3 in 324 means three hundred will stall on both.
Almost always because the steps were memorised without understanding the reason. Carrying actually means ten ones exchanged for one ten, and borrowing is the reverse. The fastest way to embed it is with objects that genuinely can be exchanged, such as ten sticks bundled and then untied again.
Borrowing across a zero, as in 300 minus 145, because the child must borrow twice in succession from a column containing zero. If one part of Year 2 deserves repeated practice, this is it.
Preferably not. In Year 2, multiplication is first understood as repeated addition - four times three means three taken four times. A child who memorises tables without understanding the meaning struggles with word problems because they do not know when to multiply. Fluency with tables 1 to 10 is expected only toward the end of Year 2.
Use a wall clock at home to ask the time several times a day, rather than a picture in a book or a digital display. The confusion usually comes from the 3 on a clock face meaning fifteen minutes, and that only becomes familiar through repeated real use.
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