MODEL SOAL UTBK PENGETAHUAN KUANTITATIF 2026

Summary

This video by Fatal Faiz provides an in-depth, step-by-step guide for UTBK 2026 preparation, focusing on problem-solving strategies and practical tips. Covering topics such as flowcharts, special arithmetic operations, geometry (including sphere volume and cube fitting), and arithmetic sequences, the video emphasizes logical reasoning and quick calculation techniques. It includes worked examples, substitution methods, and strategies to determine answers efficiently. Alongside technical guidance, the video motivates students with success stories from previous UTBK participants, highlighting the importance of consistent practice and familiarization with patterns in past exam questions, ensuring viewers are well-prepared and confident for their UTBK journey.

Takeaways

• 😀 Start preparing for UTBK 2026 early to boost your chances of success. Use every available resource, including tips and strategies from expert channels like this one.
• 😀 Flowchart problems are a recurring topic in UTBK exams. Learn the pattern and practice solving them by following specific steps to quickly eliminate incorrect answers.
• 😀 For mathematical operations, such as solving equations and functions, break them down step-by-step, simplifying expressions wherever possible to avoid mistakes.
• 😀 When dealing with flowchart-related questions, always check the truth of statements one by one. Sometimes, checking just two can help you find the correct answer faster.
• 😀 Pay attention to algebraic relationships, such as when determining whether a number is odd or even. Logical reasoning and pattern recognition are key.
• 😀 Practice problems involving operations on variables (like P and Q) frequently appear in UTBK. Familiarize yourself with common patterns in mathematical relationships and sequences.
• 😀 Volume and surface area problems are common in geometry sections. Review formulas like 4/3πr³ for volume and 4πr² for surface area of spheres.
• 😀 Pay attention to the basic rules of arithmetic sequences, such as the constant difference between terms, which can help solve complex sequence problems more easily.
• 😀 When working with geometrical shapes, such as cubes and spheres, understand how their dimensions (like radius or diameter) relate to each other and to other properties (like volume and surface area).
• 😀 Stay motivated and keep practicing with sample UTBK questions. Remember that consistent effort, using resources like books and online classes, will make the exam easier to tackle.

Q & A

What is the main focus of the video script?

The video focuses on preparing students for the UTBK (University Test for Indonesian High School Graduates) 2026. It provides study tips, tricks, and problem-solving methods for common types of questions, particularly in subjects like mathematics and logic puzzles, with the goal of helping students succeed in the UTBK exam.

How does the speaker explain the flowchart problem in the script?

The speaker demonstrates how to solve a flowchart-based problem by breaking it down step-by-step. For example, they show how to calculate the value of variables like X, Y, Z, and W based on input values and formulas in the flowchart, applying shortcuts to eliminate unnecessary checks and reach the correct answer efficiently.

What is the trick mentioned by the speaker for solving flowchart problems quickly?

The speaker mentions that by following a specific pattern and using logical shortcuts, students can often skip checking all possible statements in the flowchart. Instead, by checking just two statements, they can quickly determine the correct answer, thus saving time.

What does the speaker recommend for students who are new to preparing for UTBK?

For students new to UTBK preparation, the speaker encourages them to watch the video to understand the patterns and methods for solving UTBK questions. They also recommend starting early and being systematic in practicing the types of problems likely to appear in the exam.

How does the speaker explain the relationship between the values of P and Q in the second problem?

The speaker explains that the relationship between P and Q involves applying specific formulas and definitions. They guide students through the steps to solve the problem by substituting values and following the instructions in the problem, ultimately determining that P is always smaller than Q.

What is the purpose of discussing the operation involving K, M, N, X, Y, and Z in the script?

The purpose of discussing this operation is to teach students how to manipulate variables using defined operations and relationships, which is a common type of question in UTBK. By following the instructions in the problem, students learn to calculate and compare values in order to determine the correct relationship between variables.

What does the speaker say about the difficulty level of the UTBK questions?

The speaker acknowledges that some UTBK questions can be challenging, especially those that require logical reasoning or specific formulas. However, they encourage students to practice and familiarize themselves with different question types so that they can approach these problems with confidence and efficiency during the exam.

Why does the speaker emphasize the importance of understanding the 'genap' and 'ganjil' (even and odd) terms in the script?

The speaker emphasizes the importance of understanding the concept of even (genap) and odd (ganjil) numbers because many UTBK questions involve determining the parity of numbers based on certain conditions. Understanding this concept is essential for solving problems related to arithmetic sequences, operations, and number properties in the exam.

How does the speaker explain the volume and surface area of a sphere in the script?

The speaker explains how to calculate the volume and surface area of a sphere by using the formulas for volume (4/3πr^3) and surface area (4πr^2). They walk through the steps of solving a specific problem involving a sphere with a given volume, demonstrating how to apply these formulas and check the results.

What was the significance of the cube problem in the script?

The cube problem was used to teach students how to relate geometric properties, specifically the volume and diameter of a sphere, to the dimensions of a cube. The speaker explains how the diameter of a sphere determines whether it fits inside a cube, guiding students to analyze the situation logically and geometrically.