Symbolics > Working with Symbolics > Calculus > Example: Symbolic Integral Functions
Example: Symbolic Integral Functions
Use the keyword float to evaluate functions that can only be evaluated with the symbolic equal sign, and not with the numerical equal sign.
Ei: Exponential Integral
1. Use the keyword float to evaluate function Ei numerically at x=2:
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2. Evaluate the complex exponential integral function for a real number x:
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3. Use function clear to clear the previous numeric and symbolic value of x:
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4. Verify that the following integrals return answers in terms of the exponential integral function:
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Ci: Cosine Integral
1. Use the keyword float to evaluate function Ci at x=1:
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2. Verify that the following integrals return answers in terms of the cosine integral function:
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Si: Sine Integral
1. Use the keyword float to evaluate function Si at x=2:
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2. Verify that the following integrals return answers in terms of the sine integral function:
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FresnelC: Fresnel Cosine Integral
1. Use the keyword float to evaluate function FresnelC at x=2:
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FresnelS: Fresnel Sine Integral
1. Use the keyword float to evaluate function FresnelS at x=2:
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2. Verify that the following integral returns a result in terms of the Fresnel sine and Fresnel cosine integrals:
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About Symbolic Calculus
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