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The given triangle \( \triangle ABC \) is a right-angled triangle with the following properties:

- \( \angle C = 52^\circ \)
- \( AC = 8.6 \, \text{cm} \)
- \( \angle A = 90^\circ \) (right angle)

We need to find the length of \( BC \).

Since \( \angle A \) is a right angle,

ABC is a right-angled triangle. Use trigonometry to calculate BC. Given angle C = 52° and side AC = 8.6 cm.

Learn how to use trigonometry to calculate side BC in a right-angled triangle. Given angle C = 52° and side AC = 8.6 cm, the solution uses the cosine formula to determine the length of BC. Suitable for students in Grades 8-10.

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