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Bearings

Calculate three-figure bearings, back bearings, and distance components using trigonometry.

Updated Jul 2, 2026
Search Tags:#education#navigation#mathematics#geometry#quiz#trigonometry
One-click install
npx skills add https://github.com/badgujarkunal93-blip/Tenali --skill bearings-badgujarkunal93-blip
Or copy as Structured Prompt for Agent▼
Please help me install this Agent Skill.
Skill: Bearings
Source: https://github.com/badgujarkunal93-blip/Tenali/tree/main/supermarket/bearings
Command: npx skills add https://github.com/badgujarkunal93-blip/Tenali --skill bearings-badgujarkunal93-blip

SYSTEM DOCUMENTATION & REQUIREMENTS

What problem does it solve?

This Skill addresses the difficulty students face in visualizing and calculating three-figure bearings, back bearings, and coordinate-based navigation problems.

Core Features & Use Cases

  • Interactive Quizzing: Provides practice across four difficulty levels ranging from basic compass directions to complex distance component calculations.
  • Mathematical Verification: Uses trigonometry and coordinate geometry to validate user inputs with a tolerance-based scoring system.
  • Use Case: A student preparing for GCSE Mathematics can use this tool to drill specific bearing concepts, such as calculating the reciprocal back bearing or determining the distance components of a vector.

Quick Start

Use the Bearings skill to start a new quiz session at the hard difficulty level to practice calculating bearings from coordinates.

Frequently Asked Questions about Bearings

High-intent search queries and answers about installing and using this skill.

FAQPage Schema
How do I calculate three-figure bearings from coordinates?▼

To calculate three-figure bearings from coordinates, you apply trigonometric functions and coordinate geometry to determine the angle from north, which this tool automates while validating your inputs.

What is a back bearing and how is it calculated?▼

A back bearing is the reciprocal direction of a standard bearing, calculated by adding or subtracting 180 degrees. This tool automates that calculation alongside vector decomposition for navigational feedback.

Can I use this for GCSE mathematics revision on trigonometry and navigation?▼

Yes, you can use this for GCSE mathematics revision. It provides interactive quizzing across four difficulty levels, covering basic compass directions to complex distance component calculations.

Does automated answer validation work for distance component calculations?▼

Yes, automated answer validation works for distance component calculations by using trigonometry and coordinate geometry with a tolerance-based scoring system to verify your mathematical inputs.

What's the best way to practice complex bearing problems with adaptive difficulty?▼

The best way to practice complex bearing problems with adaptive difficulty is to start a quiz session at the hard difficulty level, which challenges you with coordinate-to-bearing conversions and vector decomposition.

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