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Study Guide: Reasoning: How to Solve Coded Directions and Complex Turn Sequences
Source: https://www.fatskills.com/reasoning-for-competitive-exams/chapter/reasoning-how-to-solve-coded-directions-and-complex-turn-sequences

Reasoning: How to Solve Coded Directions and Complex Turn Sequences

By Fatskills Exam Guides Team — the exam nerds behind 28,500+ quizzes and 2.1M practice questions across 500+ global exams.

⏱️ ~6 min read

Introduction This topic typically carries 10-15 marks in competitive exams, and mastering it can make a huge difference in your score. So, let's dive in and learn how to solve coded directions and complex turn sequences like a pro.

WHAT YOU NEED TO KNOW FIRST Before we start, make sure you have these basic concepts on your fingertips:

  1. Direction Chart: A simple chart that shows the directions (North, South, East, West) and their corresponding clockwise and anti-clockwise turns.
  2. BODMAS: A rule to follow when solving mathematical expressions: Brackets, Orders (exponents), Division, Multiplication, Addition, and Subtraction.
  3. Sitting Arrangement Conventions: Familiarize yourself with the common conventions used to represent sitting arrangements, such as 'A is to the left of B' or 'A is facing north'.

CRYSTAL‑CLEAR METHOD (Step‑by‑Step) Here's a step-by-step guide to solving coded directions and complex turn sequences:

  1. Read the question carefully: Understand what's being asked and what information is given.
  2. Identify the direction chart: Look for a chart or a table that shows the directions and their corresponding turns.
  3. Break down the sequence: Break down the sequence into smaller parts, focusing on one direction or turn at a time.
  4. Use BODMAS: Apply the BODMAS rule to any mathematical expressions involved in the sequence.
  5. Use the direction chart: Refer to the direction chart to determine the correct direction or turn based on the information given.
  6. Combine the information: Combine the information from the previous steps to determine the final direction or turn.
  7. Check your answer: Verify your answer by re-reading the question and the information given.

WORKED EXAMPLES

Example 1 – Easy A person starts facing north and takes 3 steps forward, then turns left and takes 2 steps forward. What direction is the person facing now?

Step 1: Read the question carefully. Step 2: Identify the direction chart (not needed in this example). Step 3: Break down the sequence: 3 steps forward, then turn left, then 2 steps forward. Step 4: Use BODMAS (not needed in this example). Step 5: Use the direction chart (not needed in this example). Step 6: Combine the information: The person starts facing north, takes 3 steps forward (still facing north), turns left (now facing west), and takes 2 steps forward (still facing west). Step 7: Check your answer: The person is facing west.

What we learned: When breaking down a sequence, focus on one direction or turn at a time, and use the information given to determine the final direction or turn.

Example 2 – Medium A person starts facing east and takes 5 steps forward, then turns right and takes 3 steps forward. Then, they turn left and take 2 steps forward. What direction is the person facing now?

Step 1: Read the question carefully. Step 2: Identify the direction chart (not needed in this example). Step 3: Break down the sequence: 5 steps forward, then turn right, then 3 steps forward, then turn left, then 2 steps forward. Step 4: Use BODMAS (not needed in this example). Step 5: Use the direction chart (not needed in this example). Step 6: Combine the information: The person starts facing east, takes 5 steps forward (still facing east), turns right (now facing south), takes 3 steps forward (still facing south), turns left (now facing east), and takes 2 steps forward (still facing east). Step 7: Check your answer: The person is facing east.

What we learned: When dealing with multiple turns, focus on the direction after each turn and use the information given to determine the final direction or turn.

Example 3 – Exam‑Style A person starts facing north and takes 4 steps forward, then turns left and takes 2 steps forward. Then, they turn right and take 3 steps forward. Then, they turn left and take 5 steps forward. What direction is the person facing now?

Step 1: Read the question carefully. Step 2: Identify the direction chart (not needed in this example). Step 3: Break down the sequence: 4 steps forward, then turn left, then 2 steps forward, then turn right, then 3 steps forward, then turn left, then 5 steps forward. Step 4: Use BODMAS (not needed in this example). Step 5: Use the direction chart (not needed in this example). Step 6: Combine the information: The person starts facing north, takes 4 steps forward (still facing north), turns left (now facing west), takes 2 steps forward (still facing west), turns right (now facing north), takes 3 steps forward (still facing north), turns left (now facing west), and takes 5 steps forward (still facing west). Step 7: Check your answer: The person is facing west.

What we learned: When dealing with complex sequences, focus on the direction after each turn and use the information given to determine the final direction or turn.

Common Mistakes

MISTAKE → WHY IT HAPPENS → CORRECT APPROACH 1. Not reading the question carefully: Why it happens: You might miss important information or misunderstand the question. Correct approach: Read the question carefully and make sure you understand what's being asked. 2. Not breaking down the sequence: Why it happens: You might get overwhelmed by the complexity of the sequence. Correct approach: Break down the sequence into smaller parts, focusing on one direction or turn at a time. 3. Not using the direction chart: Why it happens: You might forget to refer to the direction chart, which can lead to incorrect answers. Correct approach: Use the direction chart to determine the correct direction or turn based on the information given. 4. Not checking your answer: Why it happens: You might get confident in your answer and not verify it. Correct approach: Verify your answer by re-reading the question and the information given. 5. Not considering multiple turns: Why it happens: You might focus on one turn and forget about the others. Correct approach: Consider all the turns in the sequence and use the information given to determine the final direction or turn.

EXAM TRAPS

Trap → How to Spot it → How to Avoid it 1. Trick questions: How to spot it: The question might seem simple, but it's actually a trick. How to avoid it: Read the question carefully and make sure you understand what's being asked. 2. Misleading information: How to spot it: The information given might seem relevant, but it's actually misleading. How to avoid it: Verify the information given and make sure it's consistent with the question. 3. Complex sequences: How to spot it: The sequence might seem complex, but it's actually a combination of simple turns. How to avoid it: Break down the sequence into smaller parts and focus on one direction or turn at a time.

TIME‑SAVING SHORTCUTS

  1. Elimination trick: When faced with a complex sequence, try to eliminate the impossible options first.
  2. Diagram hack: Use a diagram to visualize the sequence and determine the final direction or turn.
  3. Pattern recognition: Look for patterns in the sequence and use them to determine the final direction or turn.

1‑MINUTE RECAP Hey there, it's the night before the exam, and you're feeling confident. Let's recap the strategy we learned today:

  • Read the question carefully and make sure you understand what's being asked.
  • Break down the sequence into smaller parts, focusing on one direction or turn at a time.
  • Use the direction chart to determine the correct direction or turn based on the information given.
  • Verify your answer by re-reading the question and the information given.
  • Consider all the turns in the sequence and use the information given to determine the final direction or turn.

Remember, practice makes perfect. Take a few minutes to practice the examples we went through today, and you'll be a pro at solving coded directions and complex turn sequences in no time. Good luck on your exam tomorrow!



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