Area Under a Curve Using Riemann Sums
Types of Problems:LRAM, RRAM, MRAM, and Trapezoid Estimation of Area
Additional Practiceanswers on this file
answers on this file

Homework 
SolutionsNumber 10 caused calculator to crash!
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Video and other resources 
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Online Riemann Sum Calculators and Simulations
This widget approximates use all the rules LRAM, RRAM, Trapezoid, & Simpson's Rule 

Formative Assessment 3419
skills assessed:
1) write a Riemann sum with subinterval of 1 with n rectangles and n trapezoid to approximate area under curve
2) write a Riemann sum with subinterval of NOT 1 with n rectangles and n trapezoid to approximate area under curve
1) write a Riemann sum with subinterval of 1 with n rectangles and n trapezoid to approximate area under curve
2) write a Riemann sum with subinterval of NOT 1 with n rectangles and n trapezoid to approximate area under curve
Formative Assessment 3819
Skills Assessed:
1) LRAM/LRAM/MRAM/ Trapezoidal Approximation from table
2) LRAM/LRAM/MRAM/ Trapezoidal Approximation from function
3) Application of integrals related to product equals a total
4) Composite Area with Integrals
5) Notation used in Integration
6) Basic Operations in Integration
1) LRAM/LRAM/MRAM/ Trapezoidal Approximation from table
2) LRAM/LRAM/MRAM/ Trapezoidal Approximation from function
3) Application of integrals related to product equals a total
4) Composite Area with Integrals
5) Notation used in Integration
6) Basic Operations in Integration