Irish Junior & Leaving Cert

Turn past papers into a personalised study plan

Built for Irish students studying for the Leaving Cert and Junior Cert.

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“Within a few weeks her grades have improved and her confidence has increased. It gives really clear and concise notes — I wouldn't hesitate to recommend it.”

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Sarah

Parent of LC Maths student

“It prepares the student not just technically for the subject but also a more holistic approach to studying and doing exams. It makes working hard seem fun and cool.”

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Camilla

Parent

“I improved in many areas and understood the papers much more after working together. Its super supportive too which was very encouraging.”

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Daphne

LC Maths student

“She says that the maths is explained in a way she can understand, unlike her teacher who confuses her.”

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Parent

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Parent

“Couldn't recommend enough — super helpful and flexible.”

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Parent of HL LC student

How Gradeio works

  1. 1

    Attempt a past paper

    Pen and paper, timed if you like.

  2. 2

    Snap your answers

    Photo from your phone. No scanner needed.

  3. 3

    We mark your paper

    Marked against the official SEC scheme, question by question.

  4. 4

    You improve for the next one

    Track strengths, recurring mistakes, and progress over time.

How this looks in practice

1

Instant exam feedback

See exactly where every mark was dropped

Per-part band with a plain-English justification

Challenge any grade and get it re-evaluated instantly

Side-by-side model solution vs your working

Performance Review

Question 1

26/30
(a)
10/10Full Credit
(b)
6/10High Partial Credit
(c)
10/10Full Credit

Q1(a)|Differentiate f(x)

10/10

Q1(b)|Multiply out and simplify

6/10

Q1(c)|Evaluate definite integral

10/10

Real progress

Track improvements paper by paper

EM

Emma Murphy

LC Maths Higher Level · Paper 1 · 2024

100%75%50%25%0%
42%
51%
60%
68%
74%
Best yet!
83%
SeptH6
OctH5
OctH4
NovH4
NovH3
DecH2
H6 → H2 in 4 months
+41 percentage points
6 past papers

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on any device.

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Results

LC Higher Maths 2023 · Paper 1

38 / 50
Q1(a)Full Credit
10 / 10

Student correctly set up the integral ∫₀¹ f(x) dx and evaluated all limits.

Q2(b)High Partial
8 / 10

2 marks lost for omitting the modulus r = 2 in the polar form.

Q3(c)(i)Mid Partial
5 / 10

Student wrote dy/dx = 3x² but did not apply the chain rule correctly.

Q4(a)Low Partial
3 / 10

Correct formula stated but substitution error on the second term — 7 marks lost.

Common questions

FAQ