
What is the exact value of tan 30? - Socratic
2015年6月9日 · From angle table tan30=1/sqrt(3) tan30=0.5773502692. How do you use inverse trigonometric functions to find the solutions of the equation that are in...
What is the exact value of tan 30? - Socratic
2018年6月4日 · What is the exact value of tan 30? Trigonometry. 1 Answer F. Javier B. Jun 4, 2018 ...
What is tan 30 in introduction to trigonometry - Brainly
2021年8月10日 · Answer:The value of tan 30 degrees is 1/√3. The value of tan π/6 can be evaluated with the help of a unit circle, graphically.
Evaluate: (2sin^2 (60 deg) - tan^2 (30 deg))/(sec^2 (45 deg))
2024年9月7日 · 2. tan(30°) = 1/√3. 3. sec(45°) = √2. Now, substitute these values into the expression:
If tan 30= √√3, then 0 equals: 2 (A) 60° (B) 30° (C) 20° (D) 10°
2025年3月9日 · Since tan 30° = √3, the value of θ (theta) is indeed 30°. PLEASE MARK ME AS BRAINLIEST BUDDY .
Does tan300-tan30=tan270? - Socratic
2018年6月25日 · NO. See explanation below We know that 270=300-30 In goniometric circle we see that 270 does not have tangent value.
What is the value of tan 30? - Brainly
Answer: 0.57735. The exact value of tan 30° is 0.57735. The value of tangent of angle 30 degrees can also be evaluated using the values of sin 30 degrees and cos 30 degrees.
Tan 30 . cosec 60 + tan 60 . sec 30 - Brainly.in
2019年7月24日 · we can solve it by putting the values of Tan 30 cosec 60 Tan60 and secant 30. as you know that. when we put these values in the question we will get our required answer. answer is:-. when we put these values in the question √3 cancel out from it and answer come in normal digits. for more see the attachment:-
Prove that tan 10 tan 50 tan 70 =tan 30 - Brainly
Prove that tan 10 tan 50 tan 70 =tan 30 - 3832612. Answer: Step-by-step explanation: We need to prove that. Taking LHS,
Two poles of different heights stand on level ground and at a …
2025年1月13日 · If the angle of elevation of the top of pole PQ from the top of pole AB is 30 degrees, we can use trigonometry to find the distance BQ. Let's denote: - BQ as x - The height of pole PQ as h2. The height from the top of pole AB to the top of pole PQ can be expressed as (h2 - h1). Using the tangent function: tan(30 degrees) = (h2 - h1) / 40