1. Definition
Given the two legs, find the hypotenuse and the three ratios for acute A.
2. Formula & Notation
| a, b | Opposite and adjacent to A |
| c | Hypotenuse √(a²+b²) |
3. Properties & Laws
- sin=a/c, cos=b/c, tan=a/b;
- c=√(a²+b²);
- sin and cos in 0–1;
- sin²A+cos²A=1.
4. Steps
- Enter legs a and b;
- Click "Calculate";
- Or click "Load Example".
5. Worked Examples
Example: a=3, b=4.
Solution: c=5, sin0.6, cos0.8, tan0.75.
6. Common Pitfalls
Separate opposite and adjacent;
Hypotenuse via Pythagoras;
tan denominator is adjacent.