Given: Right △ABC△�� with m∠C=90∘ and m∠A=60∘; AC=22Find: BC The diagram depicts a right-angled triangle labeled as triangle ABC. - **Vertices and Sides:** - Vertex A is the top angle of the triangle. - Vertex B is the bottom right angle. - Vertex C is the bottom left angle with a 90-degree marker, indicating it is a right angle. - **Angles:** - Angle CAB is labeled as 60 degrees. - Angle ACB is the right angle, 90 degrees.- **Shape:** - The triangle is oriented such that side BC is horizontal, and side AC is vertical. This representation is a basic example of a right-angled triangle with an interior angle of 60 degrees, often used to demonstrate properties of trigonometric relationships or the construction of 30-60-90 triangles.

In a right triangle ABC, Trigonometric Ratios are Given a right triangle ABC, with now, we have to find the side BCTo find the side BC, we can use formula of Thus, In this triangle, side BC is BC =

Answered: Given: Right △ABC△�� with m∠C=90∘ and…

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Given: Right △ABC△�� with m∠C=90∘ and m∠A=60∘; AC=22 Find: BC

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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Q: Given: Right △ABC with m∠C=90∘ and m∠A=60∘; AB=28 Find: BC

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Question

Given: Right △ABC△�� with m∠C=90∘ and m∠A=60∘; AC=22
Find: BC

The diagram depicts a right-angled triangle labeled as triangle ABC.

- **Vertices and Sides:**
- Vertex A is the top angle of the triangle.
- Vertex B is the bottom right angle.
- Vertex C is the bottom left angle with a 90-degree marker, indicating it is a right angle.

- **Angles:**
- Angle CAB is labeled as 60 degrees.
- Angle ACB is the right angle, 90 degrees.

- **Shape:**
- The triangle is oriented such that side BC is horizontal, and side AC is vertical.

This representation is a basic example of a right-angled triangle with an interior angle of 60 degrees, often used to demonstrate properties of trigonometric relationships or the construction of 30-60-90 triangles.

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