sinh(2x)
In mathematics, the sinh function stands for the hyperbolic sine function
In mathematics, the sinh function stands for the hyperbolic sine function. It is defined as:
sinh(x) = (exp(x) – exp(-x)) / 2.
Now, when we have sinh(2x), it means we are substituting 2x in place of x in the formula for sinh(x). Therefore, we get:
sinh(2x) = (exp(2x) – exp(-2x)) / 2.
Here, “exp” stands for the exponential function (e^x), and it represents raising the mathematical constant e (approximately 2.71828) to the power of x.
So, the expression sinh(2x) gives the value obtained by taking the difference between e raised to the power of 2x and e raised to the power of -2x and dividing the result by 2.
If you have any additional questions or need further clarification, feel free to ask!
More Answers:
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Sinh Function and Its Application | Exploring the Hyperbolic Sine Function and Its Representation
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