7 min read
This guide covers definite integral properties and their application in calculating unknown definite integrals. It explains the zero rule, constant multiplier rule, sum/difference rule, and additivity over intervals. Worked examples and practice problems demonstrate how to manipulate these properties to solve for definite integrals given other related integrals.
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Question 1 of 10
What does the definite integral represent geometrically? 🤔
The slope of the curve f(x)
The area under the curve of f(x) from a to b
The derivative of f(x)
The length of the curve f(x) from a to b