1.PYTHAGORAS THEOREM EXPLAINED
2.PYTHAGOREAN TRIPLET AND INSCRIBED CIRCLE
3.CALCULATING DSITANCE BETWEEN POINTS
4.ESTIMATING THE VOLUME OF A SOLID
5.CALCULATING SURFACE AREA OF A SOLID.
6.USING TRIGONOMETRIC RATIOS
7.FINDING RATIOS IN SURD FORM
8.USING ANGLES OF ELEVATION
9.CALCULATING ANGLE BETWEEN TWO LINES
10.ANGLE BETWEEN LINE AND PLANE
11.FINDING BEARINGS.
12.USING SINE RULE
13.USING COSINE RULE
14.CALCULATING AREA OF TRIANGLE
15.FINDING BEARINGS IN REAL LIFE SCENARIOS.
The Unit 1 Resource Bundle Get your classroom time back with materials designed for the thinking process.
✅ 15 Printable Worksheets
✅ Complete Worked Solutions
✅ Instant Access
Pythagoras AND Trigonometry Unit 1.pdfPythagoras and Trigonometry
• Covers: This foundational module establishes a strong understanding of essential geometric principles, including Pythagoras' Theorem, calculating distances, and estimating volumes and surface areas of solids. It then delves into both right-angled and non-right-angled trigonometry, covering trigonometric ratios, sine and cosine rules, calculating areas of triangles, and real-world applications like angles of elevation and bearings.
• Outcomes: Apply Pythagoras' Theorem to solve geometric problems. Calculate distances, volumes, and surface areas of various solids. Utilize trigonometric ratios (SOH CAH TOA), the Sine Rule, and the Cosine Rule to solve problems involving both right-angled and non-right-angled triangles. Determine angles of elevation, angles between lines and planes, and find bearings in practical scenarios.
TESTIMONIAL
"I enjoyed the structure of the questions and answers, and the quantity of questions that were available in order to practise the skills that I attained. I gained an understanding of algebra and calculus from a different angle than ways that I have been taught by previous teachers. Anyone who is looking to achieve in algebra and calculus and cannot attend school for any reason should definitely enroll in this course"
🎓 Q. C. – Year 12 Student
