Tan 225° cot 405° + tan 765° cot 675° 0
WebJun 22, 2024 · i LHS = tan 225 ° cot 405 ° + tan 765 ° cot 675 ° = tan 90 ° × 2 + 45 ° cot 90 ° × 4 + 45 ° + tan 90 ° × 8 + 45 ° cot 90 ° × 7 + 45 ° = tan 45 ° cot 45 ° + tan 45 ° - tan 45 ° = 1 × 1 + 1 × - 1 = 1 - 1 = 0 = RHS Hence proved. WebProve that: (i)tan225∘cot405∘ +tan765∘cot675∘ =0 (ii)sin8π 3cos23π 6 +cos13π 3 sin35π 6 = 1 2 (iii)cos24∘+cos55∘+cos125∘ +cos204∘+cos300∘ = 1 2 (iv)tan(−225∘)cot(−405∘)−tan(−765∘)cot(675∘)= 0 (v)cos570∘sin510∘+sin(−330∘)cos(−390∘)= 0 (vi)tan11π 3 −2sin4π 6 − 3 4cosec2π …
Tan 225° cot 405° + tan 765° cot 675° 0
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WebGet RD Sharma Solutions for Class 11 Chapter Trigonometric Functions here. BeTrained.in has solved each questions of RD Sharma very thoroughly to help the students in solving any question from the book with a team of well experianced subject matter experts. Practice Trigonometric Functions questions and become a master of concepts.
WebFind the value of tan 225° cot 405° + tan 765° cot 675°. If a cos 2θ + b sin 2θ = c has α and β as its roots, then prove that tan α + tan β = 2b/(a + c). If cos + cos = 0 = sin + sin β, then prove that cos 2 + cos 2β = -2 cos (α + ). WebFeb 21, 2024 · We can write tan225° as tan (270° - 45°), cot405° as cot (360° + 45°), tan765° as tan (720° + 45°) and cot675° as cot (720° - 45°). Now, rewriting the expression given in …
WebSyllabus Prove That: Tan (−225°) Cot (−405°) −Tan (−765°) Cot (675°) = 0 - Mathematics Advertisement Remove all ads Advertisement Remove all ads Prove that: tan (−225°) cot … WebProve that: tan (-225°) cot (-405°) – tan (-765°) cot (675°) = 0. Advertisement Remove all ads Solution tan (-225°) = - (tan 225°) = - (tan (180° + 45°)) = – tan 45° = – 1 cot (-405°) = - …
WebMay 28, 2024 · tan 225° cot 405° + tan 765° cot 675° = 0. Solution : L.H.S. = tan 225° cot 405° + tan 765° cot 675° = tan (360° – 135°) cot (360° + 45°) + tan (2 × 360° + 45°) cot (2 × 360° – 45°) = (- tan 135°) (cot 45°) + (tan 45°) (- cot 45°) = – tan 135° cot 45° – tan 45° cot 45° = – tan (180° – 45°) cot 45° – tan 45° cot 45°
WebProve that: tan 225° cot 405° + tan 765° cot 675° = 0 Advertisement Remove all ads Solution LHS = tan 225 ∘ cot 405 ∘ + tan 765 ∘ cot 675 ∘ = tan ( 90 ∘ × 2 + 45 ∘) cot ( 90 ∘ × 4 + 45 ∘) + tan ( 90 ∘ × 8 + 45 ∘) cot ( 90 ∘ × 7 + 45 ∘) = tan ( 45 ∘) cot ( 45 ∘) + tan ( 45 ∘) [ − tan ( 45 ∘)] = 1 × 1 + 1 × ( − 1) = 1 − 1 = 0 = RHS Hence proved. order of remembrance day serviceWebProve that: tan 225^∘cot 405^∘ + tan 765^∘cot 675^∘ = 0 Question Prove that tan225 ∘cot405 ∘+tan765 ∘cot675 ∘=0. Medium Solution Verified by Toppr Was this answer helpful? 0 0 … order of release on recognizance form i-220aWebProve that: tan225 0cot405 0+tan765 0cot675 0=0. Medium Solution Verified by Toppr L.H.S. =tan225 0cot405 0+tan765 0cot675 0 =tan(360 0−135 0)cot(360 0+45 0)+tan(2∗360 0+45 0)cot(2∗360 0−45 0) =(−tan135 0)(cot45 0)+(tan45 0)(−cot45 0) =−tan135 0cot45 0–tan45 0cot45 0 =−tan(180 0–45 0)cot45 0–tan45 0cot45 0 =−(−tan45 0)cot45 0–tan45 … order of relief definitionWebCalcul des structures en béton Guide d'application how to treat a chest virusWebFind lots and land for sale in Salado, TX including acres of undeveloped land, small residential lots, farm land, commercial lots, and large rural tracts. The 133 matching … how to treat a chest coldWebApr 29, 2024 · Prove that : tan 225° cot 405° + tan 765° cot 675° = 0. asked Jun 3, 2024 in Trigonometry by Eeshta01 (30.5k points) trigonometric functions; class-11 +2 votes. 1 answer. Prove that: (i) tan 225° cot 405° + tan 765° cot 675° = 0 (ii) sin 8π/3 cos 23π/6 + cos 13π/3 sin 35π/6 = 1/2. how to treat a chest woundWebJul 30, 2024 · Prove that: (i) tan 225° cot 405° + tan 765° cot 675° = 0 (ii) sin 8π/3 cos 23π/6 + cos 13π/3 sin 35π/6 = 1/2. asked Mar 17, 2024 in Trigonometry by RahulYadav (53.0k points) trigonometric functions; class-11; 0 votes. 1 answer. Find the value of sin 765°. asked Jan 29, 2024 in Mathematics by AmanYadav (55.6k points) trigonometric ... how to treat a chemical burn on hand