Solve the equatcn in the interval 0 2pi If there is more tha
Solve the equat.cn in the interval [0, 2pi]. If there is more than one solution write them separated by commas.
Solution
given cos2x - 1.3cosx - 0.48 = 0
let cosx = t then
t2 - 1.3t - 0.48 =0
t = [1.3 + sqrt(1.69 + 1.92)] / 2 = [1.3 + 1.9] / 2
t = 1.015 , t= - 0.885
cosx = 1.015 ==> x = cos-1(1.015) = it has no solution
cosx = -0.885 ==> x = cos-1(-0.885) = 2.65729
![Solve the equat.cn in the interval [0, 2pi]. If there is more than one solution write them separated by commas. Solutiongiven cos2x - 1.3cosx - 0.48 = 0 let co Solve the equat.cn in the interval [0, 2pi]. If there is more than one solution write them separated by commas. Solutiongiven cos2x - 1.3cosx - 0.48 = 0 let co](/WebImages/5/solve-the-equatcn-in-the-interval-0-2pi-if-there-is-more-tha-983347-1761504983-0.webp)