integrand sentence in Hindi
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- Holds, then the integrand becomes approximately zero before the interaction-picture density operator changes significantly.
- Newton Cotes formulae can be useful if the value of the integrand at equally spaced points is given.
- Integrating it by parts over a spacelike cross section recovers the form of the integrand familiar from canonical quantization.
- The " n " numbers are the partial information about the true integrand f ( x ).
- My integrand goes to infinity at the integration boundaries, but the area under the curve is still finite.
- In such cases, the integrand can be changed to a rational function by using the substitutions of Euler.
- The momentum wavefunction arises in the integrand since the position and momentum space wavefunctions are Fourier transforms of each other.
- Numerical integration methods can generally be described as combining evaluations of the integrand to get an approximation to the integral.
- This is equivalent to locating the peaks of the function from the projections of the integrand onto the coordinate axes.
- Distributed ray tracing samples the integrand at many randomly chosen points and averages the results to obtain a better approximation.
- What's the " dx " symbol that sits next to the integrand called in an integration?
- I don't think I understand exactly how to incorporate the initial value function as part of the integrand.
- In this case the integrand is positive everywhere, thus the corresponding integral must be an increasing function of x.
- It states that a constant factor within an integrand can be separated from the integrand and instead multiplied by the integral.
- It states that a constant factor within an integrand can be separated from the integrand and instead multiplied by the integral.
- This directly results from the fact that the integrand e ^ {-t ^ 2 } is an even function.
- The process of integration consists of adding up the values of the integrand for each point of the domain of integration.
- Holds, as long as the path of integration is entirely contained in the domain of a branch of the integrand.
- However, the integrand above is not the sine function, but rather the product of a sine and an exponential.
- The conditions for convergence are readily established by applying Stirling's asymptotic approximation to the gamma functions in the integrand.
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