Right triangles and trigonometry
- 강좌
- Geometry and Trigonometry
- 문제 유형
- 직각삼각형과 삼각비
- 연습
- 연습 문제 6개
- 언어
- 베트남어 · 영어
강의 소개
Right triangles and trigonometry on the SAT: the Pythagorean theorem and common triples, 45-45-90 and 30-60-90 triangles, sine, cosine and tangent, the identity sin x = cos(90° − x), trig ratios in similar triangles, and converting degrees to radians.
On the Digital SAT, right triangles and trigonometry are their own skill in the Geometry and Trigonometry domain. A question may ask for a missing side with the Pythagorean theorem, the sine or cosine of an angle from side lengths, an angle when the sine of one angle equals the cosine of another, a side of a 30-60-90 triangle, or a conversion between degrees and radians.
These points are usually lost to labeling rather than to forgotten formulas: the adjacent side used as the opposite one, the x√3 side placed across from the wrong angle, or a calculator left in radian mode on a degree question. This lesson shows how to label sides from the angle being asked about, how to spot familiar triples to save time, and how to build a triangle quickly from a given ratio. It ends with 6 self-graded practice questions, each with a full explanation.
배우게 될 내용
- Recognize common Pythagorean triples to find sides without square roots.
- Find the sides of 45-45-90 and 30-60-90 triangles from their ratios.
- Write sine, cosine and tangent for the angle in the question and use sin x = cos(90° − x).
- Use trig ratios in similar triangles and convert degrees to radians.
강의 목차
- Lesson goals
- 1. The Pythagorean theorem and triples
- Key terms
- 2. The two special right triangles
- 3. Sine, cosine and tangent
- Complementary angles: sin x = cos(90° − x)
- Similar triangles keep the same trig ratios
- 4. Radians
- 5. Common traps
- 6. Speed strategies
이 강의는 선택한 언어 버전이 아직 없어 영어 버전을 보여 줍니다.
이 강의는 HOCSAT Learn 요금제에 포함됩니다
모든 강좌에 무료 체험 강의가 1개 있습니다. Learn 요금제는 모든 강의, 연습 문제와 해설을 엽니다.
