Math 1650 - Study guides, Class notes & Summaries
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MATH 3326 Quiz for Final Exam Review, History of Mathematics: Covers chapters 1-6
- Exam (elaborations) • 20 pages • 2023
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MATH 3326 Quiz for Final Exam Review, History of Mathematics: Covers chapters 1-6 
 
Nicole Oresme (1320-1382) 
Elementary proof of divergence of harmonic series. 
Nicolo Tartaglia (1499-1557) 
Formula for solving cubic equations. 
Gerolamo Cardano (1501-1576) 
Publishing formulas for solving cubic and quartic equations which were done by other mathematicians. 
Francois Viète (1540-1603) 
Formula connecting the roots and coefficients of polynomials 
John Napier (1550-1617) 
Invention of logarit...
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4.2 Natural Exponential Function
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Notes on Natural Exponential Function
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Class notes MATH 1650
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Notes taken throughout the Precal class at UNT
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Laws of Logarithms
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Notes on The Laws of Logarithms
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Logarithmic Functions
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Notes on Logarithmic Functions
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Section 1.8
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Section 1.8 | UNT MATH 1650
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TEAS VI Practice Exam – Math - Section 1 ( 323Qns & Ans in total )| 2021/2022 update - RATED A+
- Exam (elaborations) • 283 pages • 2021
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TEAS VI Practice Exam – Math - Section 1 ( 323Qns in total ) 
Numbers and Operations 
 
1.	1/4 + 2/8 = 
 
a.	3/12 
b.	3/4 
c.	5/4 
d.	1/2 
 
 
2.	4 x 3/7 = 
 
a.	1 
b.	3/7 
c.	1 5/7 
d.	12/28 
 
 
3.	5/6 x 3/4 = 
 
a.	5/8 
b.	8/10 
c.	15/10 
d.	None of the above. 
 
 
4.	348 ÷ 6 = 
 
a.	48 
b.	58 
c.	68 
d.	74 
 
 
5.	8 – 3 x 4 + 9 = 
 
a.	5 
b.	- 5 
c.	65 
d.	- 65 
 
6.	18 – 23 + 99 ÷ 3 = 
 
a.	28 
b.	285 
c.	105 
d.	37.3 
 
 
7.	– 33 – 5 x 1 = 
 
a.	39 
b.	38 
c.	- 38 
d.	1 
 
 
8...
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Exponential functions
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Notes on Exponential functions
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MEGA/MOCA exam flash cards mild/moderate cross categorical special education
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MEGA/MOCA exam flash cards mild/moderate 
cross categorical special education 
summarize some of the early contributions to special education made by Édouard Séguin - Correct 
Answer-French doctor Séguin had studied with Jean-Marc Itard, who insisted that children with disabilities 
could learn via special instruction. In 1848 Séguin came to America, where he developed influential 
principles for educating intellectually disabled and other special-needs children. In his programs, he 
em...
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