Right Triangles And Trigonometry: SAT Practice Questions
66 official Right Triangles And Trigonometry questions (Geometry and Trigonometry) from the SAT Suite Question Bank, in the same question-ID order used in signed-in practice. Every question shows the answer and a full explanation, with step-by-step Desmos solutions available for most questions. It is free, and no account is needed.
What does Right Triangles And Trigonometry test on the SAT?
Right Triangle and Trigonometry questions use the Pythagorean theorem, special triangles, similarity, and sine, cosine, or tangent. Correctly labeling sides relative to the chosen angle is essential.
Common question types
- Find a side or angle in a right triangle
- Use special right-triangle ratios
- Apply trigonometry in a contextual or geometric model
Common traps
- Labeling opposite and adjacent from the wrong reference angle
- Using degree mode incorrectly
- Applying the Pythagorean theorem when a trig ratio is needed
Difficulty distribution
Start with the easier questions, then work toward the highest score bands.
- Easy
- 8
- Medium
- 18
- Hard
- 40
- Extreme
- 0
Featured Right Triangles And Trigonometry questions
How do I improve at Right Triangles And Trigonometry?
- 1Mark the right angle and the reference angle.
- 2Label opposite, adjacent, and hypotenuse before choosing a ratio.
- 3Estimate whether the missing side or angle should be larger or smaller than known values.
Desmos method
Use sin, cos, tan, or inverse trig functions in degree mode. Enter the full equation and solve numerically, then confirm the result fits the triangle's side and angle constraints.
Related Geometry and Trigonometry skills
All 66 official questions
- Question 1 0e709a29Hard
- Question 2 13d9a1c3Medium
- Question 3 1429dcdfHard
- Question 4 145337bcMedium
- Question 5 14e7c1f4Hard
- Question 6 16d66178Hard
- Question 7 1bf809b5Hard
- Question 8 25da87f8Hard
- Question 9 2757549eMedium
- Question 10 2bddbc1bMedium
- Question 11 2be01bd9Hard
- Question 12 2c3aefc9Hard
- Question 13 33e29881Medium
- Question 14 36661021Easy
- Question 15 379ffefbMedium
- Question 16 44b2b894Hard
- Question 17 498d6795Hard
- Question 18 4c95c7d4Hard
- Question 19 4fb972f2Hard
- Question 20 52f7b898Hard
- Question 21 54df8076Hard
- Question 22 55bb437aHard
- Question 23 568d66a7Hard
- Question 24 58c26db8Hard
- Question 25 5a7e3b46Medium
- Question 26 603c18adHard
- Question 27 64c1f044Easy
- Question 28 659cb706Medium
- Question 29 6933b3d9Hard
- Question 30 6ab30ce3Hard
- Question 31 6c67dd47Hard
- Question 32 7700d098Medium
- Question 33 7c25b0dcHard
- Question 34 8027db3fHard
- Question 35 85f1892dHard
- Question 36 87a9a2d4Medium
- Question 37 902dc959Medium
- Question 38 92eb236aHard
- Question 39 94f7c9e2Hard
- Question 40 9823f279Medium
- Question 41 98e02472Hard
- Question 42 9ec76b54Medium
- Question 43 a4bd60a3Hard
- Question 44 a4c0547fHard
- Question 45 a5aee181Medium
- Question 46 a6097ec2Easy
- Question 47 a67b9f88Hard
- Question 48 a71617d3Medium
- Question 49 ae041e52Hard
- Question 50 b0c5ece5Easy
- Question 51 bbaac300Easy
- Question 52 bcb66188Medium
- Question 53 bd87bc09Hard
- Question 54 bf8d843eMedium
- Question 55 c4a9c94dHard
- Question 56 c6dff223Hard
- Question 57 c9931030Hard
- Question 58 c9f8d1e9Easy
- Question 59 dba6a25aHard
- Question 60 de550be0Medium
- Question 61 de9148c4Easy
- Question 62 e3158182Hard
- Question 63 e6f2ace7Easy
- Question 64 f389569dHard
- Question 65 f811d345Hard
- Question 66 ffe862a3Hard
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