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General Solution of Trigonometrical Equations
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General Solution of Trigonometrical Equations
All Questions (Page: 1)
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All Questions (PDF)
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Study Material (PDF)
All Questions (PDF)
Self Assesment
Sort As
Serial Number
Newly Added
Language
English
Click on each question to see answer & solution.
Question No: #1
The general solution of `|cos x| = cos x - 2 sin x` is -
(a) `x = n\pi`, (b) `x = n\pi + \pi/4`, (c) `x = n\pi + (-1)^n (\pi/4)` where `n \in I`, (d) `x = (2n+1)\pi + \pi/4`
Ans: (d) `x = (2n+1)\pi + \pi/4`
SEE SOLUTION
Question No: #2
Find the general solution of `8^{1+|cos x|+cos^2x+|cos^3x|+\cdots \infty}=4^3`
Ans: `x = 2n\pi \pm \pi/3, 2n\pi \pm \frac{2\pi}{3}` where `n \in mathbb{Z}`
SEE SOLUTION
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