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Ex 2: Area Under a Linear Function Using Definite Integration
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This video provides a basic example of how to determine the area under a function using definite integration.
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Ex 2: Area Under a Linear Function Using Definite Integration
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Ex 2: Find the Area Under a Curve Using a Geometric Formula
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Ex 2: Approximate the Area Under a Curve with 4 Right Sided Rectangles
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Ex 2: Area Bounded by Two Functions (2 Regions)
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Ex: Interpret the Meaning of Area Under a Function
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Ex: Improper Integral Involving Rational Function to Find Area Under a Curve
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Finding Area by Integrating with Respect to Y, Ex 2
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Calculus 2 - Integration: Finding the Area Between Curves (1 of 22) Ex. 1: y=e^x, y=x^2, x=0, x=2
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Calculus 2 - Integration: Finding the Area Between Curves (2 of 22) Ex. 2: y=(x^2)-2x, y=-(2x^2)+7x
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Calculus 2 - Integration: Finding the Area Between Curves (4 of 22) Ex. 4: x=y^2, y=x-2
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Ex: Accumulation of Area Under a Function Using Geometric Formulas
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Calculus 2 - Integration: Finding the Area Between Curves (3 of 22) Ex. 3: y=sinx, y=cosx BEWARE!
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Ex 3: Area Under a Quadratic Function Using Definite Integration
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Ex 2: Application of Definite Integration (Distance)
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Ex: Setting Up a Definite Integral To Determine Area Under a Function
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Ex: Definite Integrals as Area Given a Graph (Function)
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Ex: Improper Integral Involving Function with Rational Exponent to Find Area Under Curve
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Calculus 2 - Integration: Finding the Area Between Curves (5 of 22) Ex. 5: y=(1/4)x^2, y=x
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Calculus 2 - Integration: Finding the Area Between Curves (7 of 22) Ex. 7: y=10/(x+1), y=x^1/2
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Ex: Definite Integration Using Geometric Formula (Line Above and Below X-Axis)
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Ex: Area Using Improper Integrals
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Ex 4: Find Area Between Two Quadratic Functions (respect to x)
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Ex 2: Find the Area of a Region Bounded by Two Polar Curves
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Ex: Use Green's Theorem to Determine Area of a Region Enclosed by a Curve
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