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A rigorous development of the properties of the real numbers and the ideas of calculus including theorems on limits, continuity, differentiability, convergence of infinite series, and the construction of the Riemann integral. Students without prior experience constructing rigorous proofs are encouraged to take Math 3000 before or concurrently with Math 3310.
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5.00
3.30
1
Fall 2025
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3.54
1
Fall 2025
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—
—
2
Fall 2025
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—
—
—
Spring 2025
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—
—
—
Spring 2025
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—
—
—
Spring 2025
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5.00
3.30
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Fall 2024
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4.00
3.20
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Spring 2024
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—
3.65
—
Spring 2024
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—
3.34
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Fall 2023
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4.00
2.82
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Spring 2023
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—
—
—
Spring 2023
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—
—
—
Spring 2023
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—
—
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Fall 2022
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3.27
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Fall 2022
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4.00
3.56
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Fall 2022
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5.00
3.60
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Spring 2022
—
—
3.74
—
Spring 2022
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5.00
2.86
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Spring 2022
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—
—
—
Spring 2022
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—
—
—
Spring 2022
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—
—
—
Fall 2021
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3.00
3.22
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Summer 2021
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—
3.02
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Spring 2021
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—
3.32
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Spring 2020
5.00
4.00
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—
Fall 2020
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—
2.56
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Spring 2018
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4.67
2.97
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Fall 2018
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—
3.07
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Fall 2018
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—
—
—
Summer 2017
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2.14
3.26
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Spring 2017
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—
3.71
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Spring 2017
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3.22
3.27
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Fall 2017
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—
3.42
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Summer 2016
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5.00
2.88
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Spring 2016
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—
—
—
Fall 2016
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—
—
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Summer 2015
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3.27
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Spring 2015
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3.20
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Spring 2013
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3.48
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Summer 2012
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3.29
3.41
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Spring 2012
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3.62
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Summer 2011
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3.50
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Summer 2010
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2.98
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Spring 2010
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