The equation of simple harmonic motion may not be expressed as
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equation of simple harmonic motion may not be expressed as tangent form
As the position in case of a simple harmonic motion is bounded, that is, the object oscillates between two specific positions.
Hence only a bounded function can be used for expressing the simple harmonic motion.
In case of tangent function, its value goes from /infty to /infty,, hence it is not bounded and hence cannot be used to express simple harmonic motion.
Whereas, sine and cosine functions are bounded, hence can be (there are other conditions also which make sine and cosine appropriate, only being bounded is not enough) used for expressing simple harmonic motion.
As the position in case of a simple harmonic motion is bounded, that is, the object oscillates between two specific positions.
Hence only a bounded function can be used for expressing the simple harmonic motion.
In case of tangent function, its value goes from /infty to /infty,, hence it is not bounded and hence cannot be used to express simple harmonic motion.
Whereas, sine and cosine functions are bounded, hence can be (there are other conditions also which make sine and cosine appropriate, only being bounded is not enough) used for expressing simple harmonic motion.
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according to me it is a question of aakash package
set a for ans just see question 1 of exercise
ohk leave let me explain
let's start with the definition of simple harmonic motion oscillatory motion described in terms of single sine and cosine function is called simple harmonic motion ..
option 3 mein sin or cos function hai to ye shm ki equation nhi hai✌
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