16cos30° - 5tan60° = √x. Find the value of x.

Split up the two terms: cos30° = (1/2)√3 and tan60° = √3 (from memorised values of cos and tan)Therefore 16cos30° = 8√3 and 5tan60° = 5√3 8√3 - 5√3 = 3√3 = √9 x √3 = √27x=27

DG

Related Maths GCSE answers

All answers ▸

A sequence increases by 5 each time and the first term is x. The sum of the first four terms is 54. Set up and solve an equation to work out the value of x.


How do you use the quadratic formula?


Two simultaneous questions are given as 3x+2y = 9, and x-2y = -5. Find the values for x and y


Workout 2 1/7 + 1 1/4