Doing the Math - JHU Mathematics - Johns Hopkins University
Doing the Math - JHU Mathematics - Johns Hopkins University
Doing the Math - JHU Mathematics - Johns Hopkins University
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APPENDICES<br />
Accuplacer Sample VSC Algebra II Additional Notes<br />
Skill Problem Topics<br />
Series and<br />
sequences<br />
Determinants<br />
Permutations<br />
and<br />
combinations<br />
Factorials<br />
Word<br />
problems<br />
Functions<br />
Polynomial<br />
functions<br />
Algebraic<br />
functions<br />
An apartment<br />
building contains 12<br />
units consisting of<br />
one- and twobedroom<br />
apartments<br />
that rent for $360<br />
and $450 per month,<br />
respectively. When<br />
all units are rented,<br />
<strong>the</strong> total monthly<br />
rental is $4,950.<br />
What is <strong>the</strong> number<br />
of two-bedroom<br />
apartments?<br />
62 <strong>Doing</strong> <strong>the</strong> <strong>Math</strong><br />
1.1 The student will model and interpret realworld<br />
situations, using <strong>the</strong> language of<br />
ma<strong>the</strong>matics and appropriate technology.<br />
2.1 The student will be familiar with basic<br />
terminology and notation of functions.<br />
2.2 The student will perform a variety of<br />
operations and geometrical transformations on<br />
functions.<br />
2.4 The student will describe or graph notable<br />
features of a function using standard<br />
ma<strong>the</strong>matical terminology and appropriate<br />
technology.<br />
2.7 The student will use <strong>the</strong> appropriate skills to<br />
assist in <strong>the</strong> analysis of functions.<br />
2.7.1 The student will add, subtract, multiply,<br />
and divide polynomial expressions.<br />
2.2.1 The student will add, subtract, multiply,<br />
and divide functions.<br />
2.9.0.1<br />
2.9.0.2<br />
2.9.0.3<br />
2.9.0.4<br />
Not in VSC<br />
Missing—may be included in<br />
2.6. The student will solve<br />
systems of linear equations and<br />
inequalities.<br />
Missing—may be prerequisite<br />
and/or as part of 2.9.0.1-<br />
2.9.0.4.<br />
Missing—may be prerequisite<br />
and/or as part of 2.9.0.1-2.9.0.4.<br />
Some issues with technology.<br />
It is specified that linear models<br />
should be able to be done<br />
without calculators, but not<br />
elsewhere.<br />
Well covered<br />
2.1.2 Assessment Limits<br />
Essential characteristics of a<br />
polynomial function include<br />
degree, intercepts, end<br />
behavior, and symmetry of even<br />
or odd power functions.<br />
2.1.2 Assessment Limits<br />
Rational functions should have<br />
denominators that are linear<br />
quadratic<br />
sum and/or difference of two<br />
cubes in factored form.