Select this path only if student has A’s, B’s or C+’s AND passed the Algebra 1 SOL

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Select this path only if student has A’s, B’s or C+’s AND passed the Algebra 1 SOL. Select this path only if student had A’s, B+’s in Algebra 1 AND passed the Algebra 1 SOL AND Full year Geometry with A’s & B’s and passed the SOL. - PowerPoint PPT Presentation

Transcript of Select this path only if student has A’s, B’s or C+’s AND passed the Algebra 1 SOL

Page 1: Select this path only if student has   A’s, B’s or C+’s AND  passed the Algebra 1 SOL
Page 2: Select this path only if student has   A’s, B’s or C+’s AND  passed the Algebra 1 SOL

Algebra 1<SOL>

Geometry550000<SOL>

Functions,Algebra & Data Analysis

565000

Select this path only if student has A’s, B’s or C+’sAND passed the Algebra 1 SOL

Page 3: Select this path only if student has   A’s, B’s or C+’s AND  passed the Algebra 1 SOL

Geometry<SOL>

Algebra 2/Trigonometry571000<SOL>

Algebra 2560000<SOL>

Functions, Algebra & Data Analysis565000

Select this path only if student has A’s, B’s or C+’s in Algebra 1 AND passed the Algebra 1 SOL

Select this path only if student had A’s, B+’s in Algebra 1 AND passed the Algebra 1 SOL

ANDFull year Geometry with A’s & B’s and passed the SOL

Page 4: Select this path only if student has   A’s, B’s or C+’s AND  passed the Algebra 1 SOL

Algebra 2<SOL>

Advanced Algebra/Precalculus

580000

Advanced Functions & Modeling570000

Any of these courses:Computer MathDiscrete Math

Probability & Statistics

Select this path only if student has A’s & B’sAND passed the Algebra 2 SOL

Page 5: Select this path only if student has   A’s, B’s or C+’s AND  passed the Algebra 1 SOL

Algebra 2/ Trigonometry<SOL>

Mathematical Analysis586000

Advanced Algebra/Precalculus

580000

Any of these courses:Computer MathDiscrete Math

Probability & Statistics

Select this path only if student has A’s & B+’sAND passed the Algebra 2 SOL

Select this path only if student has A’s, B’s or C’sAND passed the Algebra 2 SOL

Page 6: Select this path only if student has   A’s, B’s or C+’s AND  passed the Algebra 1 SOL

Computer Math

AP Computer Science A

595100

Any of the other courses

following Algebra 2

Please note: Computer Math and AP Computer Science are not recognized by all colleges as MATH courses.

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Advanced Algebra/Precalculus

AP Calculus AB585100

Any of these courses:Computer MathDiscrete Math

Probability & StatisticsAP Statistics

Select this path only if student has A’s, B’s in AA

Page 8: Select this path only if student has   A’s, B’s or C+’s AND  passed the Algebra 1 SOL

Math Analysis

AP Calculus BC586100

AP Calculus AB585100

Any of these courses:Computer MathDiscrete Math

Probability & StatisticsAP Statistics

Select this path only if student has A’s, B’s in MA

Select this path only if student has A’s, B’s or C’s in MA

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AP Calculus AB

AP Calculus BC586100

Any of these courses:Computer MathDiscrete Math

Probability & StatisticsAP Statistics

Select this path only if student has A’s, B’s or C’s

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AP Calculus BC

Multivariable Calculus583000

Any of these courses:Computer MathDiscrete Math

Probability & StatisticsAP Statistics

Page 11: Select this path only if student has   A’s, B’s or C+’s AND  passed the Algebra 1 SOL

AP Statistics

Follow path from course

you took in 2011-2012

Page 12: Select this path only if student has   A’s, B’s or C+’s AND  passed the Algebra 1 SOL

Prob/Stats/Discrete

• 2 – 1 Semester Courses– Probability & Statistics taught 1st semester– Discrete Math taught 2nd semester

Page 13: Select this path only if student has   A’s, B’s or C+’s AND  passed the Algebra 1 SOL

Probability & Statistics• Describing Univariate and Bivariate Data

– Picturing Data– Measures of Center– Measures of Spread– Normal Distributions

• Probability Distributions• Inference

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Discrete Math• Vertex-edge graphs

– Which way of connecting a number of sites into a network involves the least cable?

– What's the best route for a robot to pick up items stored in an automated warehouse, or for a courier to collect deposits from all ATM machines in some assigned region?

– What is the smallest number of colors needed to color the 48 states in the continental United States if states that share a border must be colored with different colors (so that all borders can be clearly distinguished)?

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• Combinatorics

– How many different pizzas can you have if each pizza must have at most three of the eight available toppings?

– How many tickets do you have to buy to make sure that you have a winning ticket in the contest that involves correctly selecting six numbers from 1 to 36?

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• Iteration and recursion

– What should be the daily dose of medication if, to function effectively, the medication must be at a specified concentration and if a given percentage of the medication in the body is eliminated each day?

– If the population of deer increases by 10% each year, how long will it take the population of deer to double?

Page 17: Select this path only if student has   A’s, B’s or C+’s AND  passed the Algebra 1 SOL

• Social choice

– What is the best system for reapportioning the 465 seats in the United States Congress among the states after each census? What system is actually used?

– What is a good strategy for dividing up a pie among three people so that each is satisfied with the portion he or she receives?

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• Information

– What is the quickest way of alphabetizing a list of 1000 names -- on index cards, or in a database?

– How are transmission errors detected and corrected when coded versions of pictures are sent from space?