Year 11 Trigonometry Worksheets
3D Trigonometry - Cuboids
3D Trigonometry and Pythagoras (A)
3D Trigonometry and Pythagoras (B)
Area of Triangles
Area of Triangles (With Clues)
Choosing the Correct Trig Rule
Describing Transformations of Trig Graphs
Finding Exact Trig Values
Labelling Right Angled Triangles
Pythagoras or Trigonometry? (A)
Pythagoras or Trigonometry? (B)
Sine Rule Cosine Rule and Area Mixed Exercise
Solving Trigonometric Equations
The Cosine Rule
The Cosine Rule - Finding Angles
The Cosine Rule - Finding Lengths
The Sine Rule
The Sine Rule - Finding Angles
The Sine Rule - Finding Lengths
The Tangent Ratio
Transformations of Trig Graphs (A)
Transformations of Trig Graphs (B)
Trigonometric Graphs (A)
Trigonometric Graphs (B)
Trigonometry (A) Missing Lengths
Trigonometry (B) - Missing Angles
Trigonometry (C) Missing Angles and Lengths
Trigonometry (D) Word Problems
Trigonometry Multi Step Problems
Using Exact Trig Values
Year 11 Trigonometry Worksheets With Answers PDF - Instant Download
Finding quality trigonometry resources that actually explain the thinking process isn't easy. Our trigonometry worksheet class 11 materials include comprehensive worked solutions that show students exactly how to approach each problem. Students particularly love seeing the methodical breakdown of complex calculations, and it's incredibly satisfying watching them apply these techniques independently during lessons.
Trigonometry Worksheet Class 11 - SOHCAHTOA Practice & Solutions
What Is Trigonometry?
Trigonometry is essentially the mathematics of triangles - it helps us figure out missing angles and sides when we only know some of the information. We use it constantly in real life, from calculating the height of buildings to working out distances we can't directly measure.
On the other hand, another important related concept is SOHCAHTOA, which is a brilliant memory trick that stands for Sine = Opposite/Hypotenuse, Cosine = Adjacent/Hypotenuse, and Tangent = Opposite/Adjacent. Students love this acronym because it takes the guesswork out of which trigonometric ratio to use - once they've got it memorised, triangle problems become much more manageable.
Our worksheets move systematically from basic SOHCAHTOA applications through to more challenging angle calculations and problem-solving scenarios. Students consistently tell us the visual diagrams help them understand concepts that seemed impossible just weeks earlier. Year 11 trigonometry questions cover sine and cosine rules, bearings, and real-world applications that connect mathematics to practical situations.
Year 11 Trigonometry Questions Practice - GCSE Exam Preparation
Here's what we've noticed: students who practice regularly perform significantly better than those who rely solely on classroom time. The connection between consistent practice and exam performance is remarkable, particularly for GCSE preparation, where trigonometry questions often determine grade boundaries.
• Builds automatic recall of trigonometric ratios and formulas
• Develops problem-solving confidence for complex multi-step questions
• Strengthens exam technique with timed practice opportunities
• Reinforces calculator skills essential for accurate calculations
• Prepares students for A-Level mathematics progression
Trigonometry Applications - Real World Uses & Examples for Students
From architecture and engineering to navigation and physics, these mathematical skills appear everywhere. We've seen students become genuinely excited when they realise trigonometry helps pilots calculate flight paths and architects design stable structures.
• Architecture and construction - calculating roof angles and structural supports
• Physics lessons - analysing forces, waves, and circular motion
• Geography studies - understanding map projections and navigation
• Engineering projects - designing bridges, towers, and mechanical systems
• Art and design - creating accurate perspective drawings and 3D models
• Sports science - analysing projectile motion and optimising performance