(1/ cot^2 (theta)) + 1= ?

Question: What is the result of (1/ cot^2 (theta)) + 1= Best Answers: Answer by Alexsec^2 (t) Answer by TomV1/cot²Θ + 1 = sin²Θ/cos²Θ + 1 = (sin²Θ + cos²Θ)/cos²Θ = 1/cos²Θ = sec²Θ Answer by Mac(1/cot^2(theta))+1=(1/(cos^2(theta)/sin^2(theta)))+1=(sin^2(theta)/cos^2(theta))+1= (sin^2(theta)+cos^2(theta))/cos^2(theta)=1/cos^2(theta)=sec^2(theta) either you can simplify this way: (1/cot^2(theta))+1=1+(1/cot(theta))^2=1+tan^2(theta)=sec^2(theta) Know better? Leave your own answer in the comments! PR News Crimovies