Corinne's Math

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Canada - British Columbia - White Rock
Corinne's Math
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This practice exam is based on exams being issued in classrooms in British Columbia and Alberta, Canada. There are 30 questions in total, plus an answer key, followed by detailed solutions for each questions. Topics include: • Sequences and
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33 questions testing on rules and operations involving radicals and exponents, including GCF, LCM, number types, ordering least to greatest, radical and exponent basic rules, nested operations, multi-operations and word problems. Answer key
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There are twenty-two questions in total, covering limits, derivative rules, applications of derivatives for physics, biological sciences and business, differential equations, integrals and definite integrals. The package is in three sections:
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36 short answer and written questions covering: • Sig figs, conversion of SI units, conversions using density, mole conversions; • States of matter: definitions of and map for properties of matter, density, interpreting a temperature/time graph,
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21 questions, multiple choice and written, including: Conversions in both the traditional measurement system and metric.Surface Area and Volume questions of:Rectangular objectsPyramidsConesSpheresComplex Shapes Answer key provided for multiple
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9 questions on surface area and volume of spheres including: • Geometric problems • Real world situations Questions are poses as word problems. • Diagrams or pictures are supplied to the student for 7 of the problems. • Students must be
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Math grade 8 & 9 level. 24 questions to practice distributive property. Includes positive and negative integers. Answer Key provided.
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8th, 9th
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Here’s a quick map to help students know what order to add electrons to an electron configuration. There’s a pattern to the rows and arrows, so, once they have used this a few times, it’s easy for them to learn this to reproduce it from memory for
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30 quick questions in five sub-topics: • Determine if numbers are rational or irrational. • Name the number sets to which given radicals belong. • Answer, true or false, questions about number sets. • Place radicals on a number line. • List
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7 questions including · Estimating which integers a radical lies between.· Simple addition and multiplication involving radicals.· Answer, true or false, questions about number sets.· Place radicals on a number line.· Evaluating irrational mixed
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6 sub topics with a total of 33 quiz questions, including · Simplifying entire radicals by creating mixed radicals.· Creating entire radicals from mixed radicals.· Includes questions on square roots and cube roots.· Word problem working with areas.·
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47 questions, including: · Multiplying radicals: one term multiplied by one term; one term by two terms; two terms by two terms.· Simplifying fractions (division); including one term divided by one term; two terms divided by two terms.·
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28 questions, including:One step conversions of distances.One step conversions resulting in mixed units for the answers.Fill in the blanks, multiple conversions table.Two word problems.Answer key included.
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29 questions converting Standard (Imperial) lengths to or from Metric lengths, including: · One step conversions of distances.· Addition of several terms, each of a different unit type.· Converting lengths of familiar, real world objects.· Questions
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17 questions including: • Surface area of simple right-geometric shapes, including: o Rectangular prisms o Triangular prisms o Trapezoids o Cylinders o Pyramids o Cones • Complex objects Includes five word problems. Answer key included.
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14 questions including: • Volume of simple right-geometric shapes, including: o Rectangular prisms o Triangular prisms o Trapezoids o Cylinders o Pyramids o Cones • Complex objects Includes six word problems. Answer key included.
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5 questions on the volume of complex objects, including these shapes included in the parts: • Rectangular Prisms • Cylinders • Half-Spheres • Cones • “Pill Capsules” • Some with “holes”. Questions are poses as drawn objects. Answer key included.
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44 questions covering these topics: • Evaluating numbers with exponents, including various placements of negative signs. • Simplifying collections of terms with the same bases. • Multiplication and division of terms with the same
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44 questions covering these topics: • Evaluating numbers with negative exponents, including various placements of negative signs relative to the exponent, (bracketed and unbracketed). • Simplifying collections of terms with the same
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79 questions covering these topics: • Switching from rational exponents to radical form. • Switching from radical form to rational exponent form. • Evaluating bases with rational exponents. • Rational exponents on variables. • Applying exponent
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TEACHING EXPERIENCE

Hi, I've been tutoring math and science for over a decade, in British Columbia, Canada. In that time, I've seen what a scramble it is to have resources that are clear, detailed and yet not bogged down. Any test that has detailed answer is gold! After a decade, I've so many resources of these types that I'd like to share with you. Tutoring a wide variety of subjects and all the high school grades has also allowed me to see a full snapshot of how the grade curricula tie together. This helps me know what to focus on in my notes and teaching.

MY TEACHING STYLE

I get good results with clear, simple explanations. I apply that to my solution keys, which guide the student through answers step by step. I pay particular attention to the areas where many students have shown, time and again, they get tripped up. For tests, the best ones are the ones with detailed solutions. Students often quickly learn by seeing the solution presented in clear steps. I've also learned that for detailed solutions, students prefer hand written solutions. Time and again they tell me they have trouble pulling relevant information out of type written material. So I've written up some detailed answer keys for many of the tests I use. When I haven't been able to do that, I at least provide answer keys. Oh, and like Sal Kahn of Kahn academy, I'm a big fan of colour coding.

HONORS/AWARDS/SHINING TEACHER MOMENT

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MY OWN EDUCATIONAL HISTORY

I studied Physiological Psychology at Dalhousie University. During my undergrad, I was a tutor for the Physics Department. Since then, I've been teaching many topics over the decades, focusing on science and math for middle school, high school and first year university.

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