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University of South Africa (Unisa) > b.Ed > PRS401C - Mathematics Teaching (4th year)

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PRS401C - Mathematics Teaching
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Self Evaluation Questions and Answers 2017
Jan/ Feb 2011 Exam Answers
Jan/Feb 2012 Exam Answers
Addendum:
Jan/Feb 2011 Ques...

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PRS401C - Mathematics Teaching
DON'T HAVE A CREDIT CARD? INBOX ME FOR EFT DETAILS.
Self Evaluation Questions and Answers 2017
Jan/ Feb 2011 Exam Answers
Jan/Feb 2012 Exam Answers
Addendum:
Jan/Feb 2011 Question Paper
Tutorial letter 101 of 2015
Tutorial letter 201 of 2013

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University of South Africa (Unisa) > BEd > PRS401C (4th year)

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PRS401C Mathematics Teaching Exam Notes
PRS401C Unisa Bed Foundation Phase Mathematics Teaching. Past exam papers questions and answers. Diagrams and pictures included. Lessons also included

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PRS401C Mathematics Teaching Exam Notes
PRS401C Unisa Bed Foundation Phase Mathematics Teaching. Past exam papers questions and answers. Diagrams and pictures included. Lessons also included

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University of South Africa (Unisa) > Bachelor of education: intermediate and senior phase > pst201f (2nd year)

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Teaching Mathematics
PST201F, Marked Assignment 2 for Semester 1 for the year 2017. I got 75% for this assignment. I have added the feedback from unisa.

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Teaching Mathematics
PST201F, Marked Assignment 2 for Semester 1 for the year 2017. I got 75% for this assignment. I have added the feedback from unisa.

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Science Mathematics > Science Mathematics > Science Mathematics (Other)

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Discrete Mathematics, 4th edition
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The fourth edition retains all chapters of third edition and chapter 4: Ordered Sets and Lattices and chapter 10: Combinatorics as well as several sections on Se...

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Discrete Mathematics, 4th edition
Description
The fourth edition retains all chapters of third edition and chapter 4: Ordered Sets and Lattices and chapter 10: Combinatorics as well as several sections on Set Theory, Boolean Algebra, Geometric Linear Transformation and Linear Equation are added. We have tried to emphasize that concept and terminology should be introduced before they are used. As such, it is useful in computer science, electrical engineering, mathematics, and professional courses also. Discrete mathematics is a pre-requisite in most computer programmes, MCA, M.Sc., B.Tech., B.Sc., BCA, BBA, PGDCA etc. of Indian Universities. A special care has been taken to make the concept of the subject and theorem on it clear by numerical illustrations so that the reader can go into the depth of the subject and make its application where they need.

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Northlink College > NATED / Report 191 Engineering N1-N6 > NATED / Report 191 Engineering - N2 (Other)

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NATED / Report 191 (Engineering) - Mathematics N2
In this study guide for Mathematics N2, the following topics will be covered:
Introduction, Exponents, Logarithms, Factorization, Algebraic Fractions, Algebraic Graphs, Radia...

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NATED / Report 191 (Engineering) - Mathematics N2
In this study guide for Mathematics N2, the following topics will be covered:
Introduction, Exponents, Logarithms, Factorization, Algebraic Fractions, Algebraic Graphs, Radian Measurement (Circles), Trigonometry, and Mensuration. Also including some addition content (Past Question Papers with solutions).

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PEARSON > Information Technology 2010 QCF > Unit 26 - Mathematics for IT Practitioners (2nd year)

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Unit 26: Mathematics for IT Practitioners LO3 P7 P8 M4 D1
Unit 26: Mathematics for IT Practitioners
LO3 includes P7 P8 M4 D1
Most of the work is done on paper and added into the work.
PLEASE NOTE - This document is 70MB due to the ...

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Unit 26: Mathematics for IT Practitioners LO3 P7 P8 M4 D1
Unit 26: Mathematics for IT Practitioners
LO3 includes P7 P8 M4 D1
Most of the work is done on paper and added into the work.
PLEASE NOTE - This document is 70MB due to the amount of images used.

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MATH 105 > MATH 105 > MATH 105 (Other)

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MATH 105
Q1. Bob can overhaul a boat's diesel inboard engine in 15 hours. His apprentice takes 30 hours to do the same job. How long would it take them working together assuming no ga...

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MATH 105
Q1. Bob can overhaul a boat\'s diesel inboard engine in 15 hours. His apprentice takes 30 hours to do the same job. How long would it take them working together assuming no gain or loss in efficiency?
a. 10 hr
b. 45 hr
c. 6 hr
d. 4 hr
Q2. Solve the equation.
= 1
a.
b.
c.
d. no real solution
Q3. Write the expression in the standard form a bi.
If w = 9 4i, evaluate w - .
a. 0
b. 18
c. -18 8i
d. 8i
Q4. Solve the equation by the Square Root Method.
(2x 3)2 = 25
a. {1, 4}
b. {-14, 14}
c. {-4, 1}
d. {0, 1}
Q5. Write the expression in the standard form a bi.
a. i
b.
c. -
d. - i
Q6. How much pure acid should be mixed with 2 gallons of a 50% acid solution in order to get an 80% acid solution?
a. 3 gal
b. 5 gal
c. 8 gal
d. 1 gal
Q7. Find the real solutions, if any, of the equation. Use the quadratic formula.
9x2 - 48x 64 = 0
a. { , -24}
b. { }
c. {- }
d. no real solution
Q8. Find an equation for the line with the given properties. Express the answer using the general form of the equation of a line.
Containing the points (-4, -2) and (0, -9)
a. 7x - 4y = 36
b. -7x - 4y = 36
c. 2x - 9y = -81
d. -2x 9y = -81
Q9. Find an equation for the line with the given properties. Express the answer using the general form of the equation of a line.
Perpendicular to the line -4x 5y = -23; containing the point (-3, 7)
a. -3x - 5y = -23
b. -4x - 5 = -4
c. -5x 4y = -13
d. -5x - 4y = -13
Q10. Find the real solutions of the equation by factoring.
2x - 5 =
a. {- , 3}
b. { , - }
c. {-2, 3}
d. {- , 2}
Q11. Write the standard form of the equation of the circle with radius r and center (h, k).
r = 12; (h, k) = (5, 0)
a. x2 (y 5)2 = 12
b. x2 (y - 5)2 = 12
c. (x - 5)2 y2 = 144
d. (x 5)2 y2 = 144
Q12. Write the standard form of the equation of the circle with radius r and center (h, k).
r = 3; (h, k) = (0, 0)
a. x2 y2 = 9
b. (x - 3)2 (y - 3)2 = 9
c. x2 y2 = 3
d. (x - 3)2 (y - 3)2 = 3
Q13. Solve using the quadratic formula. Round any solutions to two decimal places.
x2 - 2 x = 3
a. {-0.21, 14.67}
b. {0.82, -14.67}
c. {-0.82, 14.67}
d. {0.21, -14.67}
Q14. If (9, -2) is the endpoint of a line segment, and (6, 2) is its midpoint, find the other endpoint.
a. (3, 6)
b. (17, -8)
c. (3, -6)
d. (15, -10)
Q15. Find an equation for the line with the given properties. Express the answer using the slope-intercept form of the equation of a line.
Parallel to the line y = -3x; containing the point (2, 3)
a. y - 3 = -3x - 2
b. y = -3x - 9
c. y = -3x 9
d. y = -3x
Q16. Find the real solutions of the equation by factoring.
x2 - 49 = 0
a. {7}
b. {7, -7}
c. {49}
d. {-7}
Q17. A chemist needs 60 milliliters of a 45% solution but has only 35% and 65% solutions available. Find how many milliliters of each that should be mixed to get the desired solution.
a. 20 ml of 35%; 40 ml of 65%
b. 10 ml of 35%; 50 ml of 65%
c. 40 ml of 35%; 20 ml of 65%
d. 50 ml of 35%; 10 ml of 65%
Q18. Solve the equation.
|x - 6| = 0
a. {-6}
b. {6}
c. {-6, 6}
d. no real solution
Q19. Find an equation for the line with the given properties. Express the answer using the slope-intercept form of the equation of a line.
horizontal; containing the point (1.9, -4.7)
a. y = 1.9
b. y = 2.8
c. y = 0
d. y = -4.7
Q20. An experienced bank auditor can check a bank\'s deposits twice as fast as a new auditor. Working together it takes the auditors 4 hours to do the job. How long would it take the experienced auditor working alone?
a. 12 hr
b. 8 hr
c. 4 hr
d. 6 hr

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Vrije Universiteit Brussel > Bedrijfskunde > Kwantitatieve methoden voor bedrijfskunde (Other)

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Kwantitatieve methoden deel 1 - essential maths
Samenvatting van het vak kwantitatieve methoden (Lieven De Moor) THEORIE deel 1

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Kwantitatieve methoden deel 1 - essential maths
Samenvatting van het vak kwantitatieve methoden (Lieven De Moor) THEORIE deel 1

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Brescia House School > Grade 12 > Mathematics (Grade 12)

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Maths Paper 1 Notes
Grade 12 Mathematics Paper 1 study notes including necessary revision from grades 9-11 and all work needed for the IEB curriculum. Study these notes and all you'll have left t...

by reakeebz
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Maths Paper 1 Notes
Grade 12 Mathematics Paper 1 study notes including necessary revision from grades 9-11 and all work needed for the IEB curriculum. Study these notes and all you'll have left to do is practise!
Sections covered:
* Algebra and Equations (and inequalities)
* Patterns and Sequences
* Finance, growth and decay
* Functions and Graphs
* Differential Calculus
* Probability
* Mathematical Modelling

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Brescia House School > Grade 12 > Mathematics (Grade 12)

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Maths Paper 2 Notes
Grade 12 Mathematics Paper 2 study notes including necessary revision from grades 9-11 and all work needed for the IEB curriculum. Study these notes and all you'll have left t...

by reakeebz
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Maths Paper 2 Notes
Grade 12 Mathematics Paper 2 study notes including necessary revision from grades 9-11 and all work needed for the IEB curriculum. Study these notes and all you'll have left to do is practise!
Sections covered:
* Statistics
* Analytical Geometry
* Trigonometry
* Euclidean Geometry and Measurement

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