You must consider both solutions to see whether a real value exists
Remember that solutions for sin θ = k and cos θ = k only exist for -1 ≤ k ≤ 1
Solutions for tan θ = k exist for all values of k
Find all solutions within the given interval
There will often be more than two solutions for one quadratic equation
The best way to check the number of solutions is to sketch the graph of the function
Exam Tip
Sketch the trig graphs on your exam paper to refer back to as many times as you need to!
Be careful to make sure you have found all of the solutions in the given interval, being super-careful if you get a negative solution but have a positive interval