The value of tan(23 5/3) - Brainly
2022年7月20日 · Click here 👆 to get an answer to your question ️ the value of tan(23 5/3)
The value of cosec²67° -tan²23°+1 - Brainly
2024年10月2日 · Answer: To evaluate: cosec²(67°) - tan²(23°) + 1. First, find: cosec(67°) = 1/sin(67°) ≈ 1.0845. cosec²(67°) ≈ 1.1764
The value of tan 48° tan 23° tan 42° tan 67° is - Brainly.in
2023年8月19日 · The product of the tangent values of the angles 48°, 23°, 42°, and 67° can be calculated as follows:tan(48°) * tan(23°) * tan(42°) * tan(67°)Using trigonometric…
Tan 48° tan 23° tan 42° tan 67° = 1 - Brainly
2018年2月4日 · Click here 👆 to get an answer to your question ️ tan 48° tan 23° tan 42° tan 67° = 1 MeAnkur11 MeAnkur11 04.02.2018
Prove tan 22° + tan 23° + tan 22°tan 23° = 1 - Brainly
2017年6月1日 · Click here 👆 to get an answer to your question ️ prove tan 22° + tan 23° + tan 22°tan 23° = 1 Tithi11 Tithi11 01.06.2017
tan 23/cot 67??¿??????? - Brainly.in
2020年9月5日 · Tan 23 = cot(90 - 23) = cot 67. Given, sin 25/cos 65 + tan 23/cot67 ...
evaluate (tan 7 degree)(tan 23 degree) (tan60 degree) (tan 67 …
2017年8月3日 · Answer: Given, tan7°tan23°tan60°tan67°tan83° = tan(90°-83°)tan83°tan(90-67°)tan67°tan60° = cot83°tan83°cot67°tan67°tan60°
The roots of the equation x2+ px + q = 0 are tan 22° and tan 23 …
2019年7月22日 · p-q+1 = 0 is the true condition when tan 22° and tan 23° are the roots of the equation x²+px+q. We can simply use the concept of the sum of roots and the product of roots to find the condition. Given equation is x²+px+q
Tan22+tan 23+tan22tan23=1 Prove - Brainly.in
2018年6月22日 · Find an answer to your question Tan22+tan 23+tan22tan23=1 Prove. rkharit9927 rkharit9927 ...
Prove tan 22° tan 23° tan 22°tan 23° = 1 - Brainly.in
Prove tan 22° tan 23° tan 22°tan 23° = 1 - 53298390