Higher mathematics
Scalar line integral
Scalar line integral represents the accumulated effect of a continuously varying quantity over an interval.
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∫C f(x,y)ds
- 01Given
- 02Calculation
- 03Answer
What it means
Scalar line integral represents the accumulated effect of a continuously varying quantity over an interval.
How it works and where it is used
Use this calculation for calculating area, accumulated quantities, work, and average function values.