Bell Work: Pre AP 22-Aug Why is it important to be able to a document to somebody, give two reasons that are not school focused?

Similar documents
Metric System & Scientific Notation

Dear Parent, Paige Hudson Answers Metric System Worksheet Answers L g km

SCIENTIFIC MEASUREMENT C H A P T E R 3

METRIC CHART. The metric system has three units or bases.

Metric System: Shortcut Conversions of Units within the Metric System

Metric System Lab. General Biology Mr. Enriquez. Name: Date: Period:

The metric system, science, and you!

SEVENTH EDITION and EXPANDED SEVENTH EDITION

Section 3.2 Objectives

Notes Chapter 2: Measurements and Calculations. It is used to easily and simply write very large numbers, and very small numbers.

Grading Homework. The Metric System. SI Base Units. SI Units. Lesson 1: Length 9/5/2012

Bio 105 Lab 1: Metric System, Dimensional Analysis, and Measuring

Standards of the past

2 Standards for Measurement. Careful and accurate measurements of ingredients are important both when cooking and in the chemistry laboratory!

Chapter 2 Measurements & Calculations. Quantity: A thing that can be measured. ex. Length (6.3 ft), mass (35 kg), and time (7.2 s)

Metric Conversion: Stair-Step Method

MEASUREMENTS. Significant Figures

The Metric System, Measurements, and Scientific Inquiry (Chapter 23)

Metric System length meter Mass gram Volume liter

The Metric System & Conversions

Scientific Units of Measurement & Conversion

Lesson 7 Scientific Notation SI Units Unit Conversions

Table One. Mass of a small package using three different measurement methods

Co Curricular Data Analysis Review

Name Date Class 5, 4, 7, 8

Bell ringer- Take out your POE/Doing Science worksheet from yesterday. Take a min or two to look over/ finish either side.

How to express a number in terms of scientific notation: Examples: Consider the numbers 360,000 and :

QUIZ 2 (METRICS) REVIEW TOPICS AND REVIEW PROBLEMS

The Metric System and Measurement

1 centimeter (cm) 5 10 millimeters (mm) 1 meter (m) centimeters. 1 kilometer (km) 5 1,000 meters. Set up equivalent ratios and cross multiply.

Unit I: Measurements A. Significant figures B. Rounding numbers C. Scientific notation D. Using electronic calculators E.

Metric System (System International or SI)

Unit 3.4 Dimensional Analysis

English Measurement Relationships

Chemistry Basic Science Concepts. Observations: are recorded using the senses. Examples: the paper is white; the air is cold; the drink is sweet.

Accelerated Chemistry Study Guide What is Chemistry? (Chapter 1)

CHAPTER 9 : Motion Physics Intro to MEASUREMENTS

9/22 Preclass Copy this chart & info onto a new piece of paper:

Applied Derivatives and Lab Math. Session 5 : 9/20 1

Using the Metric System

English & Metric Systems. Systems of Measurement. The Metric System. Mathematics and Millennials 6th. The quickest and most comprehensive way to learn

Chapter 1 (Part 2) Measurements in Chemistry 1.6 Physical Quantities

Everyday Conversion: Money

Clinical Calculation 5 th Edition

Measurements in Chemistry

Handout Unit Conversions (Dimensional Analysis)

Measurement & Lab Equipment

GUIDELINES FOR COMPLETING THE ASSIGNMENT

Customary Units of Measurement

CHAPTER TWO: MEASUREMENTS AND PROBLEM SOLVING

Math 6, Unit 9 Notes: Measurement and Geometry

Section 8.1. Basic Terms and Conversions Within the Metric System. Copyright 2013, 2010, 2007, Pearson, Education, Inc.

Scientific Notation Review

1. Metric system- developed in Europe (France) in 1700's, offered as an alternative to the British or English system of measurement.

Measuring Time, Space, and Matter. Units of Measurement

Chapter 2 Measurements and Solving Problems

PHYSICS. Chapter 1 Review. Rounding Scientific Notation Factor Label Conversions

AP Environmental Science Math Prep

Unit Conversions. O Keefe - LBHS

Chapter 6. Ratio, Proportion and Measurement

General Chemistry Unit 8 Measurement ( )

Obtain and improve measurement skills in just 5 minutes a day!

Contents Decimals Averages Percentages Metric Units Scientific Notation Dimensional Analysis

LAB EXERCISE: Basic Laboratory Techniques

Module 4 Conversion Factors

In recording measurements, it is necessary to understand 1. SIGNIFICANCE of numbers 2. importance of UNITS.

Grady Middle School Science 6th Grade Summer Packet Date. How do scientists measure things?

chapter 3 Measurement I. Making Measurements Using the Metric System Introduction

Stuff and Energy. Chapter 1

CHAPTER 2: MEASUREMENTS IN CHEMISTRY

Tools of Chemistry. Measurement Scientific Method Lab Safety & Apparatus

Name: Class: Date: General Organic and Biological Chemistry 7th Edition Stoker SOLUTIONS MANUAL

Unit 3 - Physics. Motion. Intro to Measurements

Metric Measurement Lab. Hypothesis This laboratory activity does not require the production of a hypothesis.

Unit 1 - INTRODUCTION MEDICAL MATH Listening guide

Math Math in the Liberal Arts

Math Glossary. Version September 1, Next release: On or before September 30, for the latest version.

Measurements and Calculations. Chapter 2

While the U.S. continues using inch-pound measures, the other 94% of the world has adopted the METRIC SYSTEM

Section 5.1 Scientific Notation and Units Objectives

Learning Plan 4 Chapter 9

Pre-Lab 0.2 Reading: Measurement

Chapter 3 Metric Units and Conversions

Worksheet 2 Units, Signifiant Figures, Dimensional Analysis, & Density

Unit 1 Tools of Chemistry. Objective: To understand the fundamentals used throughout a study of chemistry

MATH 1012 Section 7.1 U.S. Customary Measurements Bland

Grade 5 FSA Mathematics Reference Sheet

Worksheet 1 Units, Signifiant Figures, Dimensional Analysis, & Density

Do Now NOTHING! Someone 6 foot tall and 182 centimeters? Someone who is 182 lbs, 13 stone, or 82.5 kg? 1.5 minutes and 90 seconds?

APPENDIX H CONVERSION FACTORS

Chapter 3 Scientific Measurement

Chapter 2 Using the SI System in Science

6th Grade Mathematics

I. Qualit a Qualit t a ive iv vs. Quantit Quan a tit tiv a e tiv Measurements

Measurements in Chemistry Chapter 2

MindTrap. Read the question. Think about the question. Please Do not yell out the answer

The SI system and units of measurement

THE INTERNATIONAL SYSTEM OF UNITS = THE METRIC SYSTEM. R. Ashby Duplication by permission only.

Right Side NOTES ONLY. TN Ch 2.1, 2.3 Topic: EQ:

Number vs. Quantity. Quantity - number + unit UNITS MATTER!! for a measurement to be useful, must include both a number and unit

Transcription:

Bell Work: Pre AP 22-Aug-2016 Why is it important to be able to email a document to somebody, give two reasons that are not school focused?

Turn in 22-Aug-2016 1. So you think you can Google

EQ: How can time management skills practiced in class/ lab be useful in helping you get enough sleep at night? Agenda Metric System questions Dimensional analysis recap Syllabus Objectives Use dimensional analysis to convert units in the metric system

Metric (SI) Unit Standard System Meter (m) (mm,cm,km) Gram (g) (mg, µg, kg) Celsuis ( C) Length Mass Temperature Yard (inch, foot, mile) Pound (ounce, ton) Fahrenheit ( F) Liter (L) (ml, µl, kl) Volume Quart (tspn, tbl, cup, pint, gallon) Second (s) Time Second (s) Speed (m/s) Derived Units (Combination of Base Units) Speed (ft/s)

The Metric System kilo 10 3 or 1 000 hecta 10 2 or 100 deca 10 1 or 10 From a smaller unit to a bigger unit; Divide Base units m, g, l, s From a bigger unit to a smaller unit; Multiply deci 10-1 or 0.1 centi 10-2 or 0.01 milli 10-3 or 0.001

The Metric System Prefix Symbol Value Factor kilo- k 1 000 (thousand) 10 3 hecto- h 100 (hundred) 10 2 deca- da 10 (ten) 10 1 m, L, s, g One (Base Unit) 10 0 deci- d 0.1 (tenth) 10-1 centi- c 0.01 (hundredth) milli- m 0.001 (thousandth) 10-2 10-3

Converting in the Metric System: Dimensional Analysis Moving the decimal place is helpful and fast, but not as useful as using dimensional analysis and conversion factors. Ex. How many mm in 1m? First Determine what the conversion factors are, how are the two units related. 1000mm: 1m 1000mm 1m 1m 1000mm

Converting in the Metric System: Dimensional Analysis Ex. How many mm in 1m? Second- Which conversion factor will let you cancel out the unit you have and end with the unit you want, when multiplying? We want mm and need to cancel out m: 1m x? 1000mm: 1m 1000mm 1m 1m 1000mm

Converting in the Metric System: Dimensional Analysis Ex. How many mm in 1m? Third Set up the conversion and carry it out. 1000mm 1m 1 000mm 1m

Converting in the Metric System: Dimensional Analysis You try: How many ml are in 3dl? First - What is the relation ship between ml and dl, and the possible conversion factors? Second which conversion factor will get give us our desired unit? Third Cary out the conversion 100ml 3dl 300ml 1dl

Practice How many mm are there in 2.1km? Need to go from km to mm km base(meter) deci centi milli 2.1km x 1 000 000mm = km 2 100 000 mm

Converting Metric Units Making more from a larger number Multiply by base 10 (number of spaces) Ex. Convert 2.3 kg to g 2.3 kg x g_ = Ex. Convert 5.7 g to mg. 5.7 g x mg_=

The Metric System Converting Metric Units Making less from a number Divide by base 10 (number of spaces) Ex. Convert 1.5 g to kg. 1.5 g x kg_= Ex. Convert 8.2 mg to g. 8.2 mg x g_=

Start with the value and unit you have Dimensional Analysis given Choose a conversion factor that allows you to cancel out the starting (given) unit desired given Example: 4.5dm to km 1km 4.5dm 10000 dm

Using Dimensional Analysis If you have a 71in tall person, how tall are they in cm? First: Find an equivalence between in and cm, then write the two conversion factors 1in 2.54cm or 2.54cm 1in Second: Pick the conversion factor that lets you cancel out the given unit Third: Carry out the conversion 71in 2.54cm 1in

The Kilo Gram http://youtu.be/zmbyi4s-d-y

The Metric System Practice problems Convert using dimensional analysis. 550 millimeters to meters 3.5 moles to millimoles 1.6 kilograms to grams 2500 milligrams to kilograms 4.0 centimeters to millimeters 5 liters to milliliters

Before you Leave What are four (4) metric prefixes you need to commit to memory? Write out the step for using dimensional analysis on a scratch piece of paper.

Bell Work 23-Aug-2016 1. What is the area of the circle in the picture below in m 2? (A circle = π r 2, 1ft = 0.305m) 2. If the area of the parking lot is 16 288m 2, what percent of the circle is the parking lot? Diameter is 1 055.8ft

EQ: How can time management skills practiced in class/ lab be useful in helping you get enough sleep at night? Agenda How to light a Bunsen burner Lab Equipment Scale of numbers Objectives Use dimensional analysis to calculate various times/ quantity and begin to develop an understanding of the magnitude of numbers. All students will be able to light a Bunsen burner with a striker.

Bunsen Burner You will use a striker to light the burner. 1.Turn gas on 2. place striker 1-3cm above burner 3. Strike striker to light 4. Adjust flame using gas valve and air intake

What is a million (10 6 )? A. In your groups have three (3) people time one person counting out 20 $1 dollar bills as fast as they can. Record the times and take the average (s). Repeat this until you have data from three (3) different people counting. B. What was the average rate, $/s, for counting $20? C. How many minutes, hours and days will it take to count out $1 000, $10 000, $100 000, and $1million one (1) dollar bills at the average rate?

The Kilo Gram http://youtu.be/zmbyi4s-d-y

Bell Work 24/25.Aug.2016, Part 1 A. Get a new, blank piece of paper and set it up as follows. Leave room for each item Basic laboratory Skills Purpose/ Objective: Safety: Pre lab Calculations: Name Period Date Once you are finished, get goggles on and go to your lab bench. Fill out purpose/objective, safety, pre lab questions, and start reading over the procedures Procedures Observation

EQ: How can time management skills practices in class/ lab be useful in helping you get enough sleep at night? Agenda Basic lab skills

Pre Lab Format Use as many piece of paper as you need, use the back side of the paper for answering post lab questions and calculations only Purpose/ Objective: Safety: Pre lab Calculations: Procedures Title Observation Name Period Date Analysis and conclusions should be recorded at the end of the pre lab after the lab

Bell Work 24/25-Aug-2016, Part 2 1. What is the area of the circle in the picture below in µm 2? (A circle = π r 2,1µm=10 3 nm) 2. If the area of the graphene flake is 1.71µm 2, what percent of the circle is the flake? Diameter is 2.1x10 3 nm

Basic Lab Skills Lab Complete as written, All waste may go down drain. Clean everything when you are finished

Homework 24/25-Aug-2016 - Dimensional analysis practice, #10-20 - Finish What is a million (10 6 )?