What is tan 30 in introduction to trigonometry - Brainly
Aug 10, 2021 · 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. In trigonometry, the tangent of an angle in a right-angled triangle is equal …
What is the value of tan 30? - Brainly.in
Jan 26, 2021 · 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.
Prove that tan60-tan30/1+tan60×tan30=tan 30 - Brainly
Jan 1, 2018 · Answer: Hence, the answer is =tan 30o. Step-by-step explanation: Step : 1 Given: tan30/1+tan60×tan30=tan 30 1 +tan60∘ ⋅ tan30∘tan60∘ −tan30∘ = tan(60∘ −30∘) [∵ tan(A − B) = 1+ …
2 tan 30°. sec 60°. tan 45° / 1 - sin² 60° - Brainly.in
Mar 10, 2024 · Answer: [tex]\boxed { \bf\: \dfrac {2 tan 30^ {\circ}. sec 60^ {\circ}. tan 45^ {\circ}} { 1 - sin^ {2} 60^ {\circ}} = \dfrac {16 \sqrt {3} } {3} \: } \\ [/tex ...
Evaluate: (2sin^2 (60 deg) - tan^2 (30 deg))/ (sec^2 (45 deg)) - Brainly.in
Sep 7, 2024 · Appropriatequestion : Evaluate: [2sin² (60°)-tan² (30°)]/sec² (45°) Solution : Firstly, we need to know the following : → sin60° = √3/2 → tan30° = 1/√ ...
tan 45° + tan 30°/1-tan 45° * tan 30° - Brainly.in
Jan 3, 2022 · Find an answer to your question tan 45° + tan 30°/1-tan 45° * tan 30°
Prove that tan 10 tan 50 tan 70 =tan 30 - Brainly.in
May 25, 2018 · Prove that tan 10 tan 50 tan 70 =tan 30 - 3832612
If tan 30= √√3, then 0 equals: 2 (A) 60° (B) 30° (C) 20° (D) 10°
Mar 9, 2025 · Appropriate Question: If tan3θ = √3, then θ equal to : (A) 60° (B) 30° (C) 20° (D) 10°Answer: (C) 20°Explanation:Given that, [tex]\sf \: tan3 \theta = \sqrt ...
what is the value tan30?? - Brainly.in
Aug 11, 2021 · Answer: If an angle of a right-angled triangle is 30° degree, then the value of tan 30°, can be written as tan (30°) according to the Sexagesimal System. If fractional form tan 30°values 1/√3, …
Evaluate: (2sin^2 (60 deg) - tan^2 (30 deg))/ (sec^2 (45 deg))
Sep 7, 2024 · To evaluate this expression, we need to follow the order of operations (PEMDAS): 1. Evaluate the trigonometric functions: - sin (60 deg) = √3/2 - tan (30 deg) = 1/√3 - sec (45 deg) = √2 2. …