About the Book
The Youth UP SUPER TET Mathematics and Logical Reasoning Question Bank (Volume 3) is an essential test-prep asset published by Youth Competition Times and structured by Team YCT. This volume is a vital segment of their highly regarded 9,883 MCQs master series, targeted strictly at maximizing score potentials in the core numerical aptitude and mental ability sections of the Uttar Pradesh Primary School Teacher Recruitment Examination (Super TET).
Laid out in an intuitive Chapterwise & Topicwise format, this 192-page Hindi medium workspace features step-by-step conceptual deductions that assist candidates in conquering complex calculations and tricky logic puzzles rapidly.
Detailed Syllabus & Index Structure
This 3rd Volume covers systematic topics classified across two major problem-solving disciplines:
1. गणित (Mathematics)
अंकीय क्षमता, गणितीय संक्रियाएँ, दशमलव/भिन्न, स्थानीयमान, भिन्न, ब्याज, लाभ-हानि, प्रतिशत विभाज्य, गुणनखण्ड, ऐकिक नियम, सामान्य बीजगणित, क्षेत्रफल, औसत, आयतन, अनुपात, सर्वसमिकाएँ, सामान्य ज्यामिति, सामान्य सांख्यिकी।
2. तार्किक ज्ञान (Logical Reasoning)
सादृश्य परीक्षण, प्रबल तर्क/अभिकथन और कारण, द्विआधारी तर्कशक्ति, वर्गीकरण, घड़ी और कैलेण्डर, सांकेतिक असमिका/कूट-अकूट (कोडिंग-डिकोडिंग), घन संख्या श्रृंखला, पहेली, संकेत और प्रतीक, वेन आरेख तथा पासा (पासे पर आधारित प्रश्न), ग्राफीय निरूपण, दिशा ज्ञान परीक्षण, समूहन और चयन, इनफ्रेंस, अक्षर श्रृंखला, विविध।
Frequently Asked Questions (FAQs)
Q1. Does this individual volume include General Knowledge or Languages?
A1. No. This is Volume 3, completely specialized for Mathematics and Logical Reasoning. For Languages and GK components, you should refer to Volumes 4 and 5 of this series respectively.
Q2. Does the book include graphical representation and Venn diagrams?
A2. Yes, as detailed in the syllabus index, there are explicit dedicated chapters covering Venn diagrams, dice matrices, and graphical interpretations alongside accurate visual illustrations.
Q3. Are the math questions solved using short methods or long derivations?
A3. Team YCT integrates standard logical methods with basic explanatory steps so that students can easily learn time-saving problem-solving short techniques suited for competitive exam restrictions.
