If sec⁡ θ = √2 and cot⁡ θ < 0, then find the exact value of cot ⁡θ.*−(√2)√2−11In ∆ABC, ∠A is a right angle and m∠B=45. How long is side BC if AB+AC=16?*8√2 units4√2 units16√2 units2√2 unitsIn a right triangle with acute angle θ, the side adjacent to θ has length 3 and the hypotenuse has length 9. Find the value of csc θ.*(3/4)√2(2√2)/331/3

In ∆ABC, ∠A is a right angle and m∠B=45. How long is side BC if AB+AC=16?*8√2 units4√2 units16√2 units2√2 units

Find cscθ, cotθ, and sinθ, where θ is the angle shown in the figure.Give exact values, not decimal approximations.θ78

tan (45° + θ) – cot (45° – θ) is equal to –2cos θ02sin θ1

If cos⁡ θ =-1/2 and tan⁡ θ > 0, then find the exact value of csc⁡θ.

Find the value of: sec2(cot−113√)+tan2(cosec−12–√)