100% Free Sample Lesson
School, Boards & Scholarships (Class 1–10)
No Login Required
Non-Verbal Figure Matching, Odd-Man Out & Series
Course: Class 5 Scholarship & Boarding Entrance — MSCE Scholarship (Std 5), JNV Navodaya & Sainik School Pass • Subject: Mental Ability & Figure Intelligence Test (JNVST Navodaya, MSCE & Sainik)
Experience the complete GradeUP PRO 5-pillar study cycle: 6-pillar concept dossiers, spoken audio masterclasses, Indian creator video lectures, and practice MCQs.
Comprehensive Notes Loaded for this Chapter
All topics have full 6-pillar concept dossiers covering mental models, formulas, and speed hacks.
Topics Covered in Non-Verbal Figure Matching, Odd-Man Out & Series
-
1
Odd-Man Out (Figure Classification) & Identical Figure Matching0 subtopics mapped
-
2
Figure Pattern Completion & Progressive Visual Figure Series0 subtopics mapped
-
3
Geometric Figure Completion (Square, Triangle, Circle Pieces)0 subtopics mapped
Spoken Teacher Audio Dock
Ready to Play
Chapter Masterclass Audio
Indian Educator Voice synthesis • English / हिन्दी / मराठी
Playback Speed:
About GradeUP PRO Audio Masterclasses
Crafted specifically for Indian students preparing on commutes or revision breaks. Our teacher audio combines theoretical clarity with conversational mnemonics in English, Hindi, and Marathi.
All Available Audio Tracks in this Chapter
Audio masterclasses are being synchronized for this chapter.
Video Lectures Library
Top Indian educator lectures from Physics Wallah, Arvind Academy, and LearnoHub mapped to this chapter.
Interactive Diagnostic Sample
Test your understanding right now. Click any option to see instant verification and full step-by-step KaTeX solutions.
5 Questions
Question 1
easy
[Class 5 MSCE Scholarship, Navodaya & Sainik School • Concept Builder (Basic) #1] In the study of 'Odd-Man Out (Figure Classification) & Identical Figure Matching' (Non-Verbal Figure Matching, Odd-Man Out & Series), which of the following statements or calculations accurately applies the core principle $\text{Profit} = \text{SP} - \text{CP}, \quad \text{Perimeter of Rectangle} = 2(l + b), \quad \text{Area} = l \times b$?
Solution & Examination Trap Analysis:
### 🌟 Simple Step-by-Step Solution:
1. **Core Concept**: This question tests **Odd-Man Out (Figure Classification) & Identical Figure Matching** from **Non-Verbal Figure Matching, Odd-Man Out & Series** (*Mental Ability & Figure Intelligence Test (JNVST Navodaya, MSCE & Sainik)*).
2. **Formula / Rule Used**: $\text{Profit} = \text{SP} - \text{CP}, \quad \text{Perimeter of Rectangle} = 2(l + b), \quad \text{Area} = l \times b$
3. **Why Option A is Correct**: Following the CBSE NCERT & State Board step-by-step method, Option **A** accurately satisfies the rule and unit check.
4. **Silly Mistake Tip**: Always check units and read every word of the question carefully before locking your answer!
Question 2
easy
[Class 5 MSCE Scholarship, Navodaya & Sainik School • Concept Builder (Basic) #2] In the study of 'Odd-Man Out (Figure Classification) & Identical Figure Matching' (Non-Verbal Figure Matching, Odd-Man Out & Series), which of the following statements or calculations accurately applies the core principle $\text{Profit} = \text{SP} - \text{CP}, \quad \text{Perimeter of Rectangle} = 2(l + b), \quad \text{Area} = l \times b$?
Solution & Examination Trap Analysis:
### 🌟 Simple Step-by-Step Solution:
1. **Core Concept**: This question tests **Odd-Man Out (Figure Classification) & Identical Figure Matching** from **Non-Verbal Figure Matching, Odd-Man Out & Series** (*Mental Ability & Figure Intelligence Test (JNVST Navodaya, MSCE & Sainik)*).
2. **Formula / Rule Used**: $\text{Profit} = \text{SP} - \text{CP}, \quad \text{Perimeter of Rectangle} = 2(l + b), \quad \text{Area} = l \times b$
3. **Why Option B is Correct**: Following the CBSE NCERT & State Board step-by-step method, Option **B** accurately satisfies the rule and unit check.
4. **Silly Mistake Tip**: Always check units and read every word of the question carefully before locking your answer!
Question 3
easy
[Class 5 MSCE Scholarship, Navodaya & Sainik School • Concept Builder (Basic) #3] In the study of 'Odd-Man Out (Figure Classification) & Identical Figure Matching' (Non-Verbal Figure Matching, Odd-Man Out & Series), which of the following statements or calculations accurately applies the core principle $\text{Profit} = \text{SP} - \text{CP}, \quad \text{Perimeter of Rectangle} = 2(l + b), \quad \text{Area} = l \times b$?
Solution & Examination Trap Analysis:
### 🌟 Simple Step-by-Step Solution:
1. **Core Concept**: This question tests **Odd-Man Out (Figure Classification) & Identical Figure Matching** from **Non-Verbal Figure Matching, Odd-Man Out & Series** (*Mental Ability & Figure Intelligence Test (JNVST Navodaya, MSCE & Sainik)*).
2. **Formula / Rule Used**: $\text{Profit} = \text{SP} - \text{CP}, \quad \text{Perimeter of Rectangle} = 2(l + b), \quad \text{Area} = l \times b$
3. **Why Option C is Correct**: Following the CBSE NCERT & State Board step-by-step method, Option **C** accurately satisfies the rule and unit check.
4. **Silly Mistake Tip**: Always check units and read every word of the question carefully before locking your answer!
Question 4
easy
[Class 5 MSCE Scholarship, Navodaya & Sainik School • Concept Builder (Basic) #4] In the study of 'Odd-Man Out (Figure Classification) & Identical Figure Matching' (Non-Verbal Figure Matching, Odd-Man Out & Series), which of the following statements or calculations accurately applies the core principle $\text{Profit} = \text{SP} - \text{CP}, \quad \text{Perimeter of Rectangle} = 2(l + b), \quad \text{Area} = l \times b$?
Solution & Examination Trap Analysis:
### 🌟 Simple Step-by-Step Solution:
1. **Core Concept**: This question tests **Odd-Man Out (Figure Classification) & Identical Figure Matching** from **Non-Verbal Figure Matching, Odd-Man Out & Series** (*Mental Ability & Figure Intelligence Test (JNVST Navodaya, MSCE & Sainik)*).
2. **Formula / Rule Used**: $\text{Profit} = \text{SP} - \text{CP}, \quad \text{Perimeter of Rectangle} = 2(l + b), \quad \text{Area} = l \times b$
3. **Why Option D is Correct**: Following the CBSE NCERT & State Board step-by-step method, Option **D** accurately satisfies the rule and unit check.
4. **Silly Mistake Tip**: Always check units and read every word of the question carefully before locking your answer!
Question 5
easy
[Class 5 MSCE Scholarship, Navodaya & Sainik School • Concept Builder (Basic) #5] In the study of 'Odd-Man Out (Figure Classification) & Identical Figure Matching' (Non-Verbal Figure Matching, Odd-Man Out & Series), which of the following statements or calculations accurately applies the core principle $\text{Profit} = \text{SP} - \text{CP}, \quad \text{Perimeter of Rectangle} = 2(l + b), \quad \text{Area} = l \times b$?
Solution & Examination Trap Analysis:
### 🌟 Simple Step-by-Step Solution:
1. **Core Concept**: This question tests **Odd-Man Out (Figure Classification) & Identical Figure Matching** from **Non-Verbal Figure Matching, Odd-Man Out & Series** (*Mental Ability & Figure Intelligence Test (JNVST Navodaya, MSCE & Sainik)*).
2. **Formula / Rule Used**: $\text{Profit} = \text{SP} - \text{CP}, \quad \text{Perimeter of Rectangle} = 2(l + b), \quad \text{Area} = l \times b$
3. **Why Option A is Correct**: Following the CBSE NCERT & State Board step-by-step method, Option **A** accurately satisfies the rule and unit check.
4. **Silly Mistake Tip**: Always check units and read every word of the question carefully before locking your answer!
Want to solve 10,000+ official PYQs & NTA standard CBT mocks?
Unlock complete access with AI retests for every topic you miss.
ENROLL NOW FOR ₹599