How to Raise Your KPSS Math Net
The real KPSS math problem is rarely missing knowledge — it's not knowing which method to pick under time pressure. You follow a solution when you see it but can't find it alone. Ryna AI explains why each rule was chosen at every step, so you learn method selection, not just methods.
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Ryna AI Editorial Team · Updated 21.02.2026
Most KPSS candidates say the same thing about math: "I understand the solution when I see it, but I can't find it in the exam." That is not a knowledge gap — it is a method-selection gap. You know the formula; you can't decide which formula this question wants. And that skill develops from making your own call and getting feedback, not from reading worked solutions.
Word problems carry the largest share of the math half: number, fraction, percentage, profit and loss, age, work-rate, speed and mixture. What they share is the step of turning prose into an equation — the difficulty is the setup, not the arithmetic. Fundamentals, rationals, exponents/roots and equations form the substrate for that setup; geometry runs on a different logic built on reading figures.
What Ryna AI adds: every solution carries a "why I chose this rule" step. Knowing *which quantity you assigned to x and why* is worth more than the solution itself, because that is the decision you'll repeat on the next question. Paste 15 wrong answers together and you get a diagnosis like "9 setup, 4 arithmetic, 2 carelessness" — you cannot fix an error type you haven't seen repeat.
The free plan covers near-unlimited daily questions. Plus (399.99 TRY/mo) adds photo upload — shoot a question and ask for a step-by-step solution with the reasoning — and Deep Thinking for multi-step geometry and mixture problems.
Topic weights vary by year; check the current ÖSYM guide at osym.gov.tr before the exam.
Why use Ryna AI for this
Justifies the rule choice at every step — you learn how the method was decided, not just the method.
Separates errors by type: setup, arithmetic, or carelessness.
Generates as many variations of one question type as you want; patterns only settle with repetition.
You set the difficulty — nets come from medium-hard, not from easy questions.
With Plus, upload a photo of a question for a step-by-step solution with reasoning.
Explains figure-reading logic in geometry: which fact to reach for and where it comes from.
Example prompts
Click any prompt to load it into the box above and run it right here. Each prompt is tuned for a different scenario — try them all to see how Ryna AI adapts.
How it works — step by step
- 1
Narrow the weakness to one topic
"Bad at math" is useless. "I can't set up work-rate problems" is actionable. Without narrowing, the feedback generalises too.
- 2
Ask for a summary plus 3 worked examples
"Explain the logic, solve 3 examples, and write why you chose each rule." Keep the count low — 3 get read carefully, 10 get skimmed.
- 3
Drill a 15–20 question block
One sitting, increasing difficulty. Write your own solution first, then have it checked. Reading the solution first stops the learning.
- 4
Debug errors at the rule-selection level
"Why did I get these 6 wrong — what was common?" The answer should be "you assigned x to the wrong quantity in the setup", not "carelessness". If it stops at carelessness, dig further.
Example: input → output
You ask
I can't set up work-rate problems. Explain the logic, solve 2 examples, and say why you chose each rule.
Ryna AI returns
**Work-rate problems have one idea: work per unit time.** The common mistake is adding the times. Times don't add — **rates** do. If a worker finishes in 6 days, they do 1/6 of the job per day. Working together, daily rates add: 1/6 + 1/12 = 1/4 → 4 days. Setup rule: **write each actor as "work done per unit time", then add.** In pool problems a draining tap takes a negative rate. That single rule solves most of these. **Example 1.** A finishes in 12 days, B in 18. Together? *Why this route:* the question says "together" → add rates. 1/12 + 1/18 = 5/36 → time = 36/5 = **7.2 days.** **Example 2.** Tap A fills a pool in 8 hours, tap B drains it in 12. Both open? *Why this route:* B drains, so its rate is **negative** — this is where setups most often break. 1/8 − 1/12 = 1/24 → **24 hours.** Your turn: shall I give 12 questions on the same logic, or do 3 first and check?
Pro tips
- Don't re-solve a wrong question immediately; first write down which step you went off at. The root cause is there.
- Don't pick the unknown from the first sentence — read to the end, then assign x.
- Keep difficulty at medium-hard. Scoring 20/20 on easy questions is morale, not progress.
- In geometry, redraw the figure yourself; writing the givens onto it solves half the problem.
- Do 12–15 questions of one type back to back. The pattern shows in a block, not a single question.
- No calculator — drill mental arithmetic speed separately; part of your net loss comes from there.
Ryna AI vs Çözümlü soru bankası
| Feature | Ryna AI | Çözümlü soru bankası |
|---|---|---|
| Rule-selection explanation | "Why this route" reasoning at every step | Steps are given; the reasoning usually isn't |
| Error-type diagnosis | Separates setup, arithmetic and carelessness | Right or wrong; the type is on you |
| Variation | As many new questions of one type as you want | As many as the book contains |
| Solve from a photo | With Plus, upload a photo for a step-by-step solution | Not available |
Common mistakes to avoid
- ✕Reading a solution, saying "got it", and moving on; understanding and being able to find it are different skills.
- ✕Assigning x from the first sentence — no setup before the question is read to the end.
- ✕Adding times in work-rate problems; what adds is work per unit time.
- ✕Estimating your net from easy questions; the exam sits in the medium-hard band.
- ✕Not redrawing the figure in geometry and not writing the givens onto it.
- ✕Closing an error as "carelessness"; carelessness has a repeating pattern too.
Who this is for
Any KPSS candidate raising their General Ability math net — especially humanities graduates who have not practised math in years.
FAQ
Which topics carry the most questions?
Word problems (number, age, work-rate, speed, percentage, profit/loss) take the largest share, followed by fundamentals, rationals, equations and geometry. The order shifts, but strengthening word problems is the highest-return move every year.
How much time for geometry?
Don't move to geometry before word problems are stable. Geometry has fewer questions and needs a separate skill. If your word-problem nets are steady, move on; if not, give geometry's time to problems.
Is memorising formulas enough?
No. The exam problem is deciding which formula, not recalling it. Reading the "why this rule" step in each solution returns more nets than memorising a formula sheet.
How many math questions a day?
As many as you can sustain; 20–30 plus a weekly mock works for most. Digging into the root cause after each error beats raising the count.
Can I use a calculator?
No — calculators are not allowed in KPSS. Treat mental arithmetic speed as its own study item; part of your net loss comes straight from calculation slips.
Can I upload a photo of a question?
Yes, on Plus (399.99 TRY/mo). Photograph a question from your book and ask for a step-by-step solution with reasoning. On the free plan you get the same solution by typing it out.
Are the solutions always correct?
Usually, but multi-step arithmetic can go wrong. Make it a habit to check the solution yourself, and ask it to "verify this a different way" — two routes agreeing is a real confidence signal.
Related use cases
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