Cubiks (Talogy) Numerical Understanding Tips
Practical tips for Cubiks numerical understanding: what to focus on first, how to work from tables and graphs, and how to manage time accurately.
Start with the core of the task
Cubiks numerical understanding questions usually ask you to work from tables or graphs and, at times, carry out one or more calculations before choosing an answer. The most useful first step is to slow down just enough to identify what the data shows, what the question is asking, and whether the answer can be read directly or must be worked out.
Because these tests are often timed, the main priority is not to rush into calculation. Build a habit of checking units, labels, and scale before you compute anything. That simple discipline helps reduce avoidable errors and keeps your pace more controlled under time pressure.
This module is especially suited to preparation that combines accuracy with speed. A focused approach works well here because the question style is consistent: once you know how to read the data efficiently, you can spend more of your effort on the calculation itself and less on figuring out the format.
Try a sample question right away
This gives you an immediate feel for the question style and the value of the practice environment.
Annual Festival Statistics in the Netherlands (2024)
| Statistics | New-Amsterdam | LowLands | SouthLands |
|---|---|---|---|
| Population (thousands) | 2835 | 1363 | 3723 |
| Visitors (thousands) | 420 | 155 | 390 |
| Artists: Regular visitors (%) | 45:55 | 28:72 | 60:40 |
| Revenue (in millions of euros) | 85 | 27,5 | 92 |
| Tickets sold (thousands) | 6210 | 1245 | 5980 |
| Festival grounds (km²) | 32,4 | 15,8 | 41,2 |
| Drinks sold (thousands) | 3900 | 1120 | 4200 |
| Number of stages | 145 | 55 | 178 |
(1) Average ticket price: €15.50. (2) Each visitor buys an average of 14.8 drinks. (3) There are an average of 3 stages per square kilometer of festival grounds.
Read the data before you calculate
Begin by scanning the title, axis labels, and any units in the table or chart. Many mistakes come from using the right method on the wrong values, so it helps to confirm exactly which figures belong together before you start working.
If the answer appears to be available directly from the data, avoid unnecessary calculation. If not, break the task into small steps and write down intermediate values so you can track your working clearly. That is especially helpful when a question involves ratios, differences, percentages, or averages.
Use practice sessions to get comfortable with the pace of the module. The aim is to recognize common patterns quickly, keep your calculations tidy, and maintain accuracy even when the timing is tight.
Practical habits that save time
Prepare a calculator, pen, and paper before you begin, then use them consistently during practice. Having the right tools ready helps you focus on the data instead of losing time to setup or mental arithmetic that is more likely to go wrong.
When a question contains several figures, mark the relevant numbers first and ignore the rest. This keeps your attention on the information that matters and makes it easier to avoid distractions in dense charts or tables.
If you are unsure between two options, check whether your answer is realistic in context. A quick reasonableness check can catch decimal errors, misplaced commas, or values that are too large or too small to fit the data.
A simple preparation routine
Use the first part of your preparation to build familiarity with question types, then move to timed practice once the format feels clear. That sequence helps you learn the structure first and only then test how well you can perform under pressure.
Review any mistakes by looking at where they happened: reading the chart, selecting the correct figures, or completing the calculation. This makes your practice more efficient because you can focus on the step that caused the error rather than repeating the whole exercise blindly.
For Cubiks assessments such as Logiks Advanced and Cubiks Logiks General, a steady routine is usually more useful than broad study. Concentrate on numerical reasoning, arithmetic accuracy, and fast interpretation of tables and graphs, since those are the skills most closely aligned with the module.
Keep your attention on speed and accuracy together
The numerical understanding module is part of a wider Cubiks practice package from Talogy, which is used in selection contexts worldwide. The test format rewards candidates who can work carefully without losing time, so the best preparation is practical and targeted rather than broad or theoretical.
A free practice test is available for this category, which makes it easier to start with a realistic example before moving into longer timed sets. That can help you confirm your current level and decide where to focus your next round of practice.
If you want the best return from your preparation, prioritize reading the data correctly, doing only the calculations that are necessary, and checking each answer against the question. Those three habits cover most of what matters in this module.