# Unit 6 assessment integrated math 2

By | 12.07.2020

Module 6 lays the conceptual foundation for multiplication and division in Grade 3 and for the idea that numbers other than 1, 10, and can serve as units. Resources may contain links to sites external to the EngageNY. Skip to main content. Find More Curriculum Print. Grade 2 Mathematics. Grade 2 Mathematics Module 6.

Like Grade 2 Mathematics Module 6: Full Module Related Resources Resource Document. Curriculum Map Toggle Module 1 Module 1. Toggle Topic A Topic A. Lesson 1. Lesson 2. Toggle Topic B Topic B. Lesson 3. Lesson 4. Lesson 5. Lesson 6. Lesson 7. Lesson 8. Toggle Module 2 Module 2. Toggle Topic C Topic C. Toggle Topic D Topic D. Lesson 9. Lesson Learn more about digital supports for teachers and students.

This high school math series supports the integrated pathway for math education, which, like the traditional pathway, prepares students for precalculus. SpringBoard offers customized materials and services to certain states.

## Common Core Algebra II

SpringBoard Integrated Mathematics is a three-course series that emphasizes the connections among algebra, geometry, statistics, data analysis, and probability. Each course includes topics from these content areas. High School Math: Integrated Pathway This high school math series supports the integrated pathway for math education, which, like the traditional pathway, prepares students for precalculus.

Select Your State SpringBoard offers customized materials and services to certain states. Integrated Mathematics I. Integrated Mathematics I students: Gain an understanding of the properties of real numbers. Formalize the language of functions. Explore the behavior of functions numerically, graphically, analytically, and verbally. Compare the relative rate of change of linear and exponential functions.

Use technology to discover relationships, test inferences, and solve problems. Write expressions, equations, and inequalities from physical models. Summarize, represent, and interpret statistical models. Communicate mathematics understanding formally and informally. Integrated Mathematics II students: Work with functions graphically, numerically, analytically, and verbally.

Read, analyze, and solve right triangle and trigonometric functions within contextual situations. Explore and understand similarity in terms of transformations and prove geometric theorems. Explain work clearly so that the reasoning process can be followed throughout the solution. Utilize technology to discover relationships, test inferences, and solve problems.

Understand and use the rules of probability to compute probabilities and evaluate outcomes of decisions. Read and analyze contextual situations involving exponential and logarithmic functions. Develop area formulas necessary for determining volumes of rotational solids, solids with known cross sections, and area beneath a curve. Learn optimization problems. Learn the concept of infinite sum as a limit of partial sums.

Work with statistics in numerical summaries, calculations using the normal curve, and the modeling of data. Apply technology to discover relationships, test conjectures, and solve problems.

Precalculus students: Gain an introductory understanding of convergence and divergence. Collect, analyze, and draw conclusions from data. Solve problems in contextual situations dealing with polynomial, rational, logarithmic, and trigonometric functions.

Model motion using parametric equations and vectors. Develop an intuitive understanding of limits and continuity. Justify their reasoning and understanding verbally, in writing, and with models. Use technology to explore and support conjectures.This pre-test is to help me get an understanding of the skills you have acquired from your previous math classes. There is no passing grade for this test, so you should attempt each problem and try your best regardless of whether you think you are right or wrong.

Forgot your password? Speak now. Integrated Math 2 - Pre-test. Please take the quiz to rate it. All questions 5 questions 6 questions 7 questions 8 questions 9 questions 10 questions 11 questions 12 questions 13 questions 14 questions 15 questions 16 questions 17 questions 18 questions 19 questions 20 questions 21 questions 22 questions 23 questions 24 questions 25 questions 26 questions 27 questions 28 questions 29 questions 30 questions 31 questions 32 questions 33 questions 34 questions 35 questions 36 questions 37 questions 38 questions 39 questions 40 questions 41 questions 42 questions 43 questions 44 questions 45 questions 46 questions.

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### Integrated Mathematics II

Title of New Duplicated Quiz:. Duplicate Quiz Cancel. More Integrated Mathematics Quizzes. Integrated Math 1 Pre-test. Integrated Math 1 - Lesson 1 Quiz.

Integrated Math 2 - Unit 1 Lesson 1 Quiz. Featured Quizzes. What U. City Should You Live In? Related Topics. Questions and Answers. Remove Excerpt. Removing question excerpt is a premium feature. The length of a rectangle is two more than the width. The area is In this course students will learn about a variety of advanced topics in algebra.

Students will expand their understanding about functions by learning about polynomial, logarithmic, and trigonometric functions. These new functions along with linear, quadratic, and exponential, will be used to model a variety of problems, including compound interest, complex numbers, growth and decay, projectile motion, and periodic phenomena.

Polynomial and rational algebra is extensively covered including advanced factoring and polynomial long division. Advanced work in probability is included that focusses on the use of conditional probability.

Extensive statistics work is done to help students understand how population parameters can help to infer properties about populations. Thank you for using eMath Instruction materials.

Common Core Algebra smittyprominence.space #smittyprominence.space #smittyprominence.spacet Review

In order to continue to provide high quality mathematics resources to you and your students we respectfully request that you do not post this or any of our files on any website. Doing so is a violation of copyright. If you already have a plan, please login. If you need to purchase a membership we offer yearly memberships for tutors and teachers and special bulk discounts for schools. Sorry, the content you are trying to access requires verification that you are a mathematics teacher.

Please click the link below to submit your verification request. Terms and Conditions Thank you for using eMath Instruction materials. I agree Disagree. Login or Purchase Membership. Teachers Only Sorry, the content you are trying to access requires verification that you are a mathematics teacher. Complete Verification.Quadratic Equations. Unit 6: Quadratic Equations.

After this unit, how prepared are your students for the end-of-course Regents examination? The end of unit assessment is designed to surface how students understand the mathematics in the unit.

It includes spiralled multiple choice and constructed response questions, comparable to those on the end-of-course Regents examination. Please comment below with questions, feedback, suggestions, or descriptions of your experience using this resource with students. Big Idea 1: Quadratics can be written in multiple, equivalent ways.

Big Idea 2: Quadratic equations have 0, 1 or 2 real solutions. Big Idea 3: Quadratic equations can be solved by rearranging the equation into an equivalent form. Big Idea 4: The structure of a quadratic equation provides insights about its key characteristics.

Re-engagement for Unit 6. Browse Components. End of Unit Assessment:. Open Resource. End of Unit Assessment. Teacher Feedback Please comment below with questions, feedback, suggestions, or descriptions of your experience using this resource with students. All Resources From:.Purpose: Students will applythe Pythagorean Theorem. They will gain some fluency with right triangletrigonometry including the use of the sine, cosine, and tangent trigonometricratios and applications including indirect measurement and angles of elevationand depression.

Students will find square roots, simplify roots,rationalize radicals, and use operations containing radicals. Students will use the Pythagorean Theorem to determinedistance and missing lengths of sides of right triangles. Students will use the properties of and triangles to determine distance and missing lengths of right triangles. Students will study slope ratios of lines and their slopeangles to explore and understand their relationship. Students will create the sine and cosine and tangent ratiosgiven right triangles.

Students will use the sine and cosine ratios to determinemissing lengths in right triangles. Students will use the arcsine and arccosine and arctangentratios to determine angle measures in right triangles. Students will use angles of elevation and depression tosolve problems involving right triangle trigonometry. Review Worksheet.

Purpose: Studentswill learn properties of quadrilaterals, be able to classify quadrilaterals,find measures of sides and angles, prove relationships between angles inpolygons, and prove theorems using coordinate geometry. Students will provetheorems involving similarity; that triangles are similar, and prove and usetheorems involving similarity. Students will be able to prove and use theorems involvingthe properties of parallelograms to classify figures and solve problems.

Students will be able to prove and use theorems involving rectangles,squares, and rhombi. Students will find and use measures of sides and relationshipsbetween angles in polygons to classify parallelograms and solve problems. Students will be able to prove and use theorems involvingthe properties of trapezoids and kites.

Students will find and use measures ofsides and relationships between angles in polygons to solve problems. Students will identify similar polygons and apply similarpolygons to basic theorems involving similarity.

Students will write ratios andsolve proportions and find dimensions. Students will compare similarity and congruence reasoning,and identify similar polygons and apply similar polygons to basic theoremsinvolving similarity. Students will write similarity ratios and finddimensions. Purpose:Students will be able to construct formal and informal proofs of congruenceunder various conditions.

Students will understand the congruence relationshipsand the deductive reasoning which is at the heart of a proof. Students will use inductive reasoning to generalize properties of triangles, quadrilaterals and parallel lines. Students will learn to use Geogebra to be able to use inductive reasoning and come up with conjectures invariants from different geometric figures. Students understand the meaning of corresponding parts andtest for congruence in triangles.

Studentswill be able to understand relationships among sides and angles of a triangle. Students will be able to establish congruence between twotriangles to show that corresponding parts are congruent CPCTC; andfind missing angle and side measures of isosceles and equilateral triangles.

Studentswill be able to identify and construct altitudes, medians, midsegments, anglebisectors, and perpendicular bisectors of sides of a triangle.

Students will construct bisectors, perpendicular lines,perpendicular bisectors, a parallel line to a given line through a point not onthe line. Students will identify congruent angles formed by parallellines and a transversal. Write 7 sentences for each lesson. Purpose: Students will gain an understanding ofpolynomial functions and their characteristics. They will apply the rules ofarithmetic to binomial products and polynomial equations.Circes - Module Circles - Module Parabolas - Module Solving Linear-Quadratic Systems Module Review for Test on Mods 10, 11, and 12 Part 1.

Review for Test on Mods 10, 11, and 12 Part 2. Review for Test on Mods 10, 11, and 12 Part 3. Proofs - Day 1. Proofs - Day 3. Understanding Polynomial Expressions - Module 4. Adding Polynomial Expressions - Module 4. Subtracting Polynomial Expressions - Module 4. Review on Module 4. Solve Equations by Completing the Square - Module 9. The Quadratic Formula - Module 9. Solving Nonlinear Systems - Module 9.

Domain, Range, and End Behavior - Module 1. Lesson Performance Task - Page Characteristics of Function Graphs - Module 1.

Graphing Calculator Exercise - Module 1. Inverse of Functions - Module 1. Review on Module 1 - Analyze Functions.

Connecting Intercepts and Zeros - Module 7. Connecting Intercepts and Linear Factors - Module 7. The x-intercepts and Zeros of a Function - Module 7. The Zero Product Property - Module 7.

Review For Unit 3 Test Part 1. Review For Unit 3 Test Part 2. Dilations - Module Corresponding Parts of Similar Figures - Module AA Similarity of Triangles - Module Second Semester. Complex Numbers - Module Applications with Complex Solutions - Module Understanding Rational Exponents and Radicals - Module 3. Simplifying Square Roots Radicals - Module 3.

Simplify Rational Exponents and Radicals - Module 3.