I.S. 239 Mark Twain. Grade 7 Mathematics Spring Performance Task: Proportional Relationships

Similar documents
2004 AP CHEMISTRY FREE-RESPONSE QUESTIONS

Math Foundations 20 Work Plan

3. Classify the following Numbers (Counting (natural), Whole, Integers, Rational, Irrational)

MODULE FOUR. This module addresses functions. SC Academic Elementary Algebra Standards:

CS 477/677 Analysis of Algorithms Fall 2007 Dr. George Bebis Course Project Due Date: 11/29/2007

Unit Project Descriptio

8 th Grade Math: Pre-Algebra

CHAPTER 24: INFERENCE IN REGRESSION. Chapter 24: Make inferences about the population from which the sample data came.

TEST 3A AP Statistics Name: Directions: Work on these sheets. A standard normal table is attached.

Name: Block: Date: Science 10: The Great Geyser Experiment A controlled experiment

Lab 1 The Scientific Method

More Tutorial at

CHM112 Lab Graphing with Excel Grading Rubric

How do scientists measure trees? What is DBH?

Experiment #3. Graphing with Excel

making triangle (ie same reference angle) ). This is a standard form that will allow us all to have the X= y=

Math Foundations 10 Work Plan

Associated Students Flacks Internship

Fall 2013 Physics 172 Recitation 3 Momentum and Springs

NUMBERS, MATHEMATICS AND EQUATIONS

x 1 Outline IAML: Logistic Regression Decision Boundaries Example Data

Subject description processes

Romeo and Juliet Essay

Assessment Primer: Writing Instructional Objectives

AP Statistics Practice Test Unit Three Exploring Relationships Between Variables. Name Period Date

EXAM #1 PHYSICAL SCIENCE 103 FALLF, 2017

Trigonometric Ratios Unit 5 Tentative TEST date

Flipping Physics Lecture Notes: Simple Harmonic Motion Introduction via a Horizontal Mass-Spring System

End-of-Year AP Calculus Projects

GEOMETRY Transformation Project

IB Sports, Exercise and Health Science Summer Assignment. Mrs. Christina Doyle Seneca Valley High School

MODULE 1. e x + c. [You can t separate a demominator, but you can divide a single denominator into each numerator term] a + b a(a + b)+1 = a + b

We say that y is a linear function of x if. Chapter 13: The Correlation Coefficient and the Regression Line

Differentiation Applications 1: Related Rates

CHEM-443, Fall 2013, Section 010 Midterm 2 November 4, 2013

[COLLEGE ALGEBRA EXAM I REVIEW TOPICS] ( u s e t h i s t o m a k e s u r e y o u a r e r e a d y )

MODULE ONE. This module addresses the foundational concepts and skills that support all of the Elementary Algebra academic standards.

Physics 212. Lecture 12. Today's Concept: Magnetic Force on moving charges. Physics 212 Lecture 12, Slide 1

Unit 1: Introduction to Biology

Math 105: Review for Exam I - Solutions

Resampling Methods. Chapter 5. Chapter 5 1 / 52

Precalculus A. Semester Exam Review

I. Analytical Potential and Field of a Uniform Rod. V E d. The definition of electric potential difference is

**DO NOT ONLY RELY ON THIS STUDY GUIDE!!!**

Math 0310 Final Exam Review Problems

EXAM #1 PHYSICAL SCIENCE 103 Spring, 2016

READING STATECHART DIAGRAMS

5 th Grade Goal Sheet

West Deptford Middle School 8th Grade Curriculum Unit 4 Investigate Bivariate Data

Flipping Physics Lecture Notes: Simple Harmonic Motion Introduction via a Horizontal Mass-Spring System

Equilibrium of Stress

EASTERN ARIZONA COLLEGE Precalculus Trigonometry

Sunrise and Sunset Times for the 22 nd of each month of 2012 in New York City

ENSC Discrete Time Systems. Project Outline. Semester

Getting Involved O. Responsibilities of a Member. People Are Depending On You. Participation Is Important. Think It Through

Humanities and Social Sciences Division. o Work Experience, General. o Open Entry/Exit. Distance (Hybrid Online) for online supported courses

ECE 545 Project Deliverables

CONSTRUCTING STATECHART DIAGRAMS

Turing Machines. Human-aware Robotics. 2017/10/17 & 19 Chapter 3.2 & 3.3 in Sipser Ø Announcement:

5 th grade Common Core Standards

SPH3U1 Lesson 06 Kinematics

Dataflow Analysis and Abstract Interpretation

Guide to Using the Rubric to Score the Klf4 PREBUILD Model for Science Olympiad National Competitions

o o IMPORTANT REMINDERS Reports will be graded largely on their ability to clearly communicate results and important conclusions.

Standard Title: Frequency Response and Frequency Bias Setting. Andrew Dressel Holly Hawkins Maureen Long Scott Miller

11. DUAL NATURE OF RADIATION AND MATTER

4. Find a, b, and c. 6. Find x and y.

Grade Level: 4 Date: Mon-Fri Time: 1:20 2:20 Topic: Rocks and Minerals Culminating Activity Length of Period: 5 x 1 hour

This section is primarily focused on tools to aid us in finding roots/zeros/ -intercepts of polynomials. Essentially, our focus turns to solving.

Support-Vector Machines

BASD HIGH SCHOOL FORMAL LAB REPORT

AMERICAN PETROLEUM INSTITUTE API RP 581 RISK BASED INSPECTION BASE RESOURCE DOCUMENT BALLOT COVER PAGE

AP Physics Kinematic Wrap Up

Pipetting 101 Developed by BSU CityLab

Introduction to Spacetime Geometry

WRITING THE REPORT. Organizing the report. Title Page. Table of Contents

Hiding in plain sight

Kepler's Laws of Planetary Motion

AP Physics. Summer Assignment 2012 Date. Name. F m = = + What is due the first day of school? a. T. b. = ( )( ) =

Chemistry 114 First Hour Exam

Web-based GIS Systems for Radionuclides Monitoring. Dr. Todd Pierce Locus Technologies

Chapter Summary. Mathematical Induction Strong Induction Recursive Definitions Structural Induction Recursive Algorithms

A Correlation of. to the. South Carolina Academic Standards for Mathematics Precalculus

New SAT Math Diagnostic Test

Lesson Plan. Recode: They will do a graphic organizer to sequence the steps of scientific method.

5 th Grade Goal Sheet

Algebra2/Trig: Trig Unit 2 Packet

Monroe Township School District Monroe Township, New Jersey

AP Chemistry Assessment 2

Keysight Technologies Understanding the Kramers-Kronig Relation Using A Pictorial Proof

Lab #3: Pendulum Period and Proportionalities

Chem 75 February 16, 2017 Exam 2 Solutions

Relationships Between Frequency, Capacitance, Inductance and Reactance.

Plan o o. I(t) Divide problem into sub-problems Modify schematic and coordinate system (if needed) Write general equations

20 Faraday s Law and Maxwell s Extension to Ampere s Law

SUMMER REV: Half-Life DUE DATE: JULY 2 nd

Building to Transformations on Coordinate Axis Grade 5: Geometry Graph points on the coordinate plane to solve real-world and mathematical problems.

Credits: 4 Lecture Hours: 4 Lab/Studio Hours: 0

Appendix A: Mathematics Unit

Level One: What new technologies were introduced during the Industrial Revolution? (5 points)

Transcription:

I.S. 239 Mark Twain 7 ID Name: Date: Grade 7 Mathematics Spring Perfrmance Task: Prprtinal Relatinships Directins: Cmplete all parts f each sheet fr each given task. Be sure t read thrugh the rubrics s yu are aware f what is expected. Yur final prject must include: This packet, in its entirety All tasks n each sheet prperly cmpleted A decrated cver page based n yur riginal real-life prblem frm sheet 2 Remember t be neat and creative! GRADING BREAKDOWN FOR 10-Pint Rubric: Wrksheets: Yur Scre: /10 1. Calculating slpe frm a graph 2. Calculating slpe frm a table 3. Calculating slpe frm 2 pints Yur Scre: /10 Final Prject, including cver page, neatness and effrt: TOTAL POINTS : / 40 FINAL GRADE: % Parent/Guardian Signature:

Final Prject: Rubric The student clearly and cncisely rganized his r her materials. All task sheets have been cmpleted crrectly in their entirety. The student als shws cnsistency thrughut his r her prject - the final prduct is neat, creative and mathematically sund. The student rganized his r her materials. Mst task sheets have been cmpleted crrectly and fully.. The student als shws cnsistency thrughut his r her prject - the final prject is primarily neat, creative, and mstly mathematically sund. The student smewhat rganized his r her materials. Sme task sheets have been cmpleted incrrectly r incmpletely. The student smewhat shws cnsistency thrughut his r her prject - the prject is neither neat nr creative, and there are mathematical errrs. The student barely rganized his r her materials. Mst f the task sheets have been cmpleted incrrectly, and are mstly incmplete. The student shws little cnsistency thrughut his r her prject - the prject is neither neat nr creative and there are mathematical errrs. The student did nt rganize his r her materials. All f the task sheets have been cmpleted incrrectly; nne are cmplete. The student shws n cnsistency thrughut his r her prject - the prject is neither neat nr creative, and it is full f mathematical errrs.

Sheet 1: Rubric The student shws clear understanding f hw t perfrm the indicated mathematical task and knwledge f the CCLS 7.RP.2. The given graph was prperly used t calculate the slpe and find the equatin f the linear functins displayed. All cmputatins are crrect and the student gave meaningful respnses regarding the relatinship between specific pints and the given real-life situatin. The student shws understanding f hw t perfrm the indicated mathematical task and knwledge f the CCLS 7.RP.2. The given graph was prperly used t calculate the slpe and find the equatin f the linear functins displayed. Mst f the cmputatins are crrect and the student gave smewhat meaningful respnses regarding the relatinship between specific pints and the given real-life situatin. The student shws sme understanding f hw t perfrm the indicated mathematical task and knwledge f the CCLS 7.RP.2. The given graph was smewhat used t calculate the slpe and find the equatin f the linear functins displayed. There are sme cmputatinal errrs and the student gave respnses regarding the relatinship between specific pints and the given real-life situatin. The student shws little understanding f hw t perfrm the indicated mathematical task and knwledge f the CCLS 7.RP.2. The graph was nt used t find the slpe and equatin f the linear functins displayed. There are multiple cmputatinal errrs and the student struggled t relate the graph t the given situatin. The student shws n understanding f hw t perfrm the indicated mathematical task and knwledge f the CCLS 7.RP.2. The slpe was nt fund and an inaccurate functin was created t describe the given situatin. There is n crrect wrk n the sheet and the student did nt relate the graph t the given situatin.

Sheet 2: Rubric The student shws clear understanding f hw t perfrm the indicated mathematical tasks and knwledge f CCLS 7.RP.2. The incrrect table and incrrect entry is identified, fully explained, and crrected. A crrect real-life scenari is prvided, alng with a crrect equatin, slpe, and graph. The student shws understanding f hw t perfrm the indicated mathematical tasks and knwledge f CCLS 7.RP.2. Mst parts f the task are crrect; an explanatin is prvided, but culd be mre detailed. A crrect real-life scenari is prvided as is a mstly crrect equatin, including slpe and graph. The student shws sme understanding f hw t perfrm the indicated mathematical tasks and an emerging knwledge f CCLS 7.RP.2. Sme parts f the task are crrect, while thers are nt. An explanatin is prvided, but is incmplete r incrrect. A real-life scenari is prvided but there are errrs with the equatin, slpe r graph. The student shws little understanding f hw t perfrm the indicated mathematical tasks and a minimal knwledge f CCLS 7.RP.2. There are multiple cmputatinal errrs and an explanatin is nt prvided. There are numerus parts f the task that are incmplete r incrrect. The student shws n understanding f hw t perfrm the indicated mathematical tasks and n knwledge f CCLS 7.RP.2. There is n crrect wrk n the sheet, nr is an explanatin, equatin, r graph prvided.

Sheet 3: Rubric The student shws clear understanding f hw t perfrm the indicated mathematical task and knwledge f the CCLS 7.RP.2. An accurate functin was created t represent the given situatin. All cmputatins are crrect and the student gave a lgical prf as t why the graphs f tw functins differ. The student shws understanding f hw t perfrm the indicated mathematical task and knwledge f the CCLS 7.RP.2. An accurate functin was created t represent the given situatin. Mst cmputatins are crrect and the student gave a lgical prf as t why the graphs f tw functins differ. The student shws sme understanding f hw t perfrm the indicated mathematical task and knwledge f the CCLS 7.RP.2. A smewhat accurate functin was created t represent the given situatin. There are a few cmputatinal errrs and the student gave a smewhat lgical prf as t why the graphs f tw functins differ. The student shws little understanding f hw t perfrm the indicated mathematical task and knwledge f the CCLS 7.RP.2. A smewhat accurate functin was created t represent the given situatin. There are multiple cmputatinal errrs and the student struggled t prve why the graphs f tw functins differ. The student shws n understanding f hw t perfrm the indicated mathematical task and knwledge f the CCLS 7.RP.2. An inaccurate functin was created t describe the given situatin. There is n crrect wrk n the sheet and the student did nt prve why the graphs f tw functins differ.