Prove that tanA/(1-cotA) + cotA/(1-tanA) = (1+tanA + cotA) - Sarthaks eConnect | Largest Online Education Community
![With steps prove that (TanA/1-cotA)+(cotA/1-tanA)=1+tanA+cotA Introduction to Trigonometry-Maths-Class-10 With steps prove that (TanA/1-cotA)+(cotA/1-tanA)=1+tanA+cotA Introduction to Trigonometry-Maths-Class-10](https://www.nextgurukul.in/media/images/q2aanswers/332/image004_1376649604262.jpg)
With steps prove that (TanA/1-cotA)+(cotA/1-tanA)=1+tanA+cotA Introduction to Trigonometry-Maths-Class-10
![The expression (tanA)/(1-cotA)+(cotA)/(1-tanA) can be written as (1) s e c A""cos e c A""+""1 (2) t a n A""+""cot A (3) s e c A""+""cos e c A (4) s in A""cos A""+""1 The expression (tanA)/(1-cotA)+(cotA)/(1-tanA) can be written as (1) s e c A""cos e c A""+""1 (2) t a n A""+""cot A (3) s e c A""+""cos e c A (4) s in A""cos A""+""1](https://d10lpgp6xz60nq.cloudfront.net/ss/web/10682.jpg)
The expression (tanA)/(1-cotA)+(cotA)/(1-tanA) can be written as (1) s e c A""cos e c A""+""1 (2) t a n A""+""cot A (3) s e c A""+""cos e c A (4) s in A""cos A""+""1
Prove: tanA/(1-cotA) + cotA/(1-tanA) = secAcosecA + 1 - Sarthaks eConnect | Largest Online Education Community
With steps prove that (TanA/1-cotA)+(cotA/1-tanA)=1+tanA+cotA Introduction to Trigonometry-Maths-Class-10
![Formula 1 on Twitter: "The elevation changes are dramatic at @COTA! #USGP 🇺🇸 #F1 https://t.co/HUJyiJSdtl" / Twitter Formula 1 on Twitter: "The elevation changes are dramatic at @COTA! #USGP 🇺🇸 #F1 https://t.co/HUJyiJSdtl" / Twitter](https://pbs.twimg.com/media/EIUMW1UXsAQ2gkA.jpg:large)
Formula 1 on Twitter: "The elevation changes are dramatic at @COTA! #USGP 🇺🇸 #F1 https://t.co/HUJyiJSdtl" / Twitter
![The expression (tanA)/(1-cotA)+(cotA)/(1-tanA) can be written as (1) s e c A""cos e c A""+""1 (2) t a n A""+""cot A (3) s e c A""+""cos e c A (4) s in A""cos A""+""1 The expression (tanA)/(1-cotA)+(cotA)/(1-tanA) can be written as (1) s e c A""cos e c A""+""1 (2) t a n A""+""cot A (3) s e c A""+""cos e c A (4) s in A""cos A""+""1](https://d10lpgp6xz60nq.cloudfront.net/web-thumb/11602_web.png)