Should I Do Higher or Ordinary Maths for the Junior Cert?

My inbox is full 24/7 with one main question: should I do Higher or Ordinary Level Maths for the Junior Cert?

There is no single answer that suits everyone. Higher Level can keep more options open and provide excellent preparation for Leaving Cert Higher Level Maths. However, Ordinary Level may be the more sensible choice if Higher Level is causing constant stress or taking too much time away from your other subjects.

Let’s look at the differences, and how you can make the right decision for you.

What is the difference between Higher and Ordinary Level Maths?

Junior Cycle Maths is offered at Higher Level and Ordinary Level. Most of the course is shared, but Higher Level includes additional learning outcomes and explores certain topics in greater depth. It does make a quite a big difference on both your Junior cert and Leaving Cert depending on if you do Higher or Ordinary maths.

The biggest difference is not simply that Higher Level has “more topics.” Higher-Level questions can require you to:

• Complete several connected steps
• Apply Maths in an unfamiliar situation
• Explain or justify your reasoning
• Work with more demanding algebra
• Recognise which method to use without being told
• Combine ideas from different parts of the course

Ordinary Level still tests problem-solving and mathematical understanding, so it should not be treated as an easy paper. However, its questions are generally more accessible and place less emphasis on the additional Higher-Level material.

According to the official Junior Cycle Maths specification, most learning outcomes apply to everyone, with additional outcomes included for Higher-Level students.

What is the advantage of doing Higher Level Maths?

The main benefit is preparation for senior cycle.

If you hope to study Higher Level Maths for the Leaving Cert, completing Higher Level at Junior Cycle gives you the strongest foundation. Leaving Cert Higher Level moves quickly, so experience with more advanced algebra, functions, geometry, trigonometry and problem-solving will help.

Higher Level may be particularly valuable if you are considering a future course or career involving:

• Engineering
• Computer science
• Physics
• Mathematics
• Economics
• Finance
• Data science
• Certain science and technology courses

Your Junior Cycle result does not factor in to your Leaving Cert result or your CAO points. However, the knowledge you develop can make the transition to Leaving Cert Higher Level considerably easier.

That does not mean you must already know what career you want. If you are coping reasonably well with Higher Level, staying there can keep more options open while you decide.

Does Higher Level look better?

The level is recorded with your Junior Cycle examination result, but there is no national points system for Junior Cycle results.

Your Junior Cycle Maths result will not determine whether you can attend university years later. Your Leaving Cert subjects and results will matter much more.

The real value of Higher Level is therefore not simply that it “looks better.” Its value is the stronger mathematical foundation it can provide for senior cycle and beyond. Not to mention, it gives you a great confidence boost to be abale to say you did Higher Level.

Will choosing Ordinary Level stop me doing Higher Level for the Leaving Cert?

There is no simple national rule saying that every student who takes Ordinary Level at Junior Cycle is banned from taking Higher Level for the Leaving Cert.

However, moving from Junior Cycle Ordinary Level into Leaving Cert Higher Level can be a significant jump. Schools may also use their own placement policies, teacher recommendations or assessment results when organising senior-cycle classes.

If you think you may want to take Leaving Cert Higher Level Maths, discuss this with your teacher before changing level. Ask what the move would mean in your particular school and what additional material you might need to catch up on. Lots of students do end up moving to Higher from Ordinary, but they usually use maths grinds to help them catch up. It’s not unpopular to go down this route.

How do I know if I need maths grinds?

Not every student needs maths grinds. Sometimes, revising more consistently, completing past-paper questions or asking your teacher for help is enough.

Before signing up for grinds, try to identify exactly where the difficulty lies.

Good maths grinds should not simply give you more homework or show you answers. They should help you understand difficult concepts, close gaps in your knowledge, improve your problem-solving skills and gradually become more independent.

Grinds also work best when you participate actively. Ask questions, attempt the assigned work and practise between lessons. A tutor can explain the maths and guide your preparation, but they cannot replace your own consistent effort.

If you are unsure, speak to your maths teacher first. Ask whether your difficulties are temporary, whether changing your revision approach might help and whether they believe extra support would allow you to remain at Higher Level. One poor test does not automatically mean that you need grinds, but a continuing pattern of confusion or falling behind may be a sign that some additional support would be worthwhile. Breakthrough Maths offeres Higher or Ordinary maths grinds, so we are able to support you no matter what.

How are Higher and Ordinary Level graded?

Both levels use the same Junior Cycle grade descriptors:

• Distinction: 85–100%
• Higher Merit: 70–84%
• Merit: 55–69%
• Achieved: 40–54%
• Partially Achieved: 20–39%
• Not Graded: 0–19%

These grade bands were revised nationally in 2025. Your result also shows the level at which you sat the examination.

For students sitting Junior Cycle in 2027, the separate Maths Assessment Task is not required. The Maths CBA is reported separately on the Junior Cycle Profile of Achievement and does not contribute a percentage to the SEC examination grade. It is simply graded with a comment which appears at the bottom of your results.

What does a Higher Level question look like compared with Ordinary Level?

Higher and Ordinary Level students study many of the same core mathematical ideas. The difference is often in how the knowledge must be applied.

An Ordinary Level question may provide a relatively direct route to the answer. A Higher Level question is more likely to involve several steps, require the student to create an equation or ask them to explain what their answer means.

Here is an original example based on algebra and money.

Ordinary Level example

Solution:

Answer: €42

The student is given all the necessary information and can solve the problem using two fairly direct calculations.

Higher Level example

Solution:

Both clubs cost the same for nine sessions. At that point, each costs €57.

After nine sessions, Club B offers better value because its charge increases by only €3 for each additional session, while Club A’s cost increases by €5.

What is the difference?

Both questions involve the same basic situation: a fixed registration fee and a charge per session. However, the Higher Level version asks the student to:

• Represent the situation using algebra
• Form and solve an equation
• Compare two pricing plans
• Interpret the answer in context
• Explain and justify a conclusion

This is a good example of why Higher Level is not simply about learning extra formulas or doing a longer exam. Students are more frequently expected to connect different ideas and decide for themselves how to approach a problem. I would say that was a particularly tough HIgher example so don’t be put off if it confused you.

When should I stay in Higher Level Maths?

Higher Level may be the right choice if:

• You understand most of the course after revision and practice
• You can attempt a reasonable amount of a Higher-Level paper
• You are willing to work consistently
• You may want to take Leaving Cert Higher Level Maths
• Your teacher believes you can manage the course
• Your difficulties are limited to a few topics rather than almost everything
• You enjoy challenging problems, even when you do not solve them immediately

You do not need to get every question right to belong in Higher Level. It is completely normal to find parts of the paper difficult.

A disappointing class test or mock result does not automatically mean that you should drop. Look at why you lost marks. Was it a lack of revision, unfinished topics, timing, careless errors or a deeper difficulty with the course?

The rough ballpark figure I always use is 30%. As long as you are getting 30% or above in class tests and mocks, stay in higher. There’s always room to jump that 10%, whether that by locking in yourself, or getting Junior Cert maths grinds to help out.

When might Ordinary Level be the better choice?

Ordinary Level may suit you better if:

• You are consistently unable to understand large parts of Higher-Level papers
• Basic skills are being lost because the class is moving too quickly
• Maths is causing you a lot of stress
• The time required for Higher Level is seriously affecting your other subjects
• You are unlikely to study Higher Level Maths for the Leaving Cert
• Your teacher recommends Ordinary Level based on a pattern of work, not just one test

Choosing Ordinary Level is not failing. A confident, well-prepared performance at Ordinary Level may be a much better outcome than spending months feeling completely overwhelmed at Higher Level.

The important thing is to make a thoughtful decision. DO NOT just change level simply because your friends are doing it. That is literally the worst way to go about it.

Common myths about Higher and Ordinary Level Maths

“Ordinary Level Maths is easy”

Not necessarily. Students still need to understand the course, show their work, manage their time and solve problems. Changing level does not remove the need to study.

“One bad test means I have to drop”

Tests are useful, but they are only one piece of evidence. Look at your class tests, homework, topic assessments, effort and teacher feedback as well.

“If I stay in Higher Level, I’ll automatically get a better result”

Higher Level keeps options open, but simply sitting the paper does not guarantee a strong result. You still need consistent preparation and practice.

“If I choose Ordinary Level, I’m bad at Maths”

Absolutely not. Students have different strengths, goals and workloads. Choosing the level that allows you to demonstrate your ability is a sensible decision.

“My friends are changing level, so I should too”

This actually annoys me. Your friends’ decisions have nothing to do with the level that suits you. Choose based on your own progress and future plans.

Use your mock result properly

Do not look only at the percentage. Review the actual paper and ask:

• Did I lose marks through silly mistakes?
• Were there particular topics I had not revised?
• Could I at least start most questions?
• Did I understand the answers afterwards?
• Did I run out of time?
• Am I improving across the year?
• What does my teacher think I could achieve with focused work?

If you are struggling, give yourself a short, structured period to improve. Pick two or three weak topics, practice exam questions and ask your teacher for feedback. You will then be making the decision using better evidence.

So, which level should I choose?

Stay in Higher Level if you are coping reasonably well, willing to practise and want to keep the option of Leaving Cert Higher Level Maths open.

Consider Ordinary Level if Higher Level remains inaccessible despite consistent work and support, or if the pressure is seriously affecting your confidence and other subjects.

Most importantly, speak to your Maths teacher. They have seen your work over time and can give you much better guidance than a single test result can.

The right level is not the one that sounds most impressive. It is the level that challenges you appropriately, supports your future plans and gives you a fair opportunity to show what you can do. If you need any advice do not hesitate to send me a DM on Instagram or, better yet, send an email to tj@btmaths.com. I would love to help you out.