Warmup (5 min) 1. A 9.01 cm3 sample of gasoline has a density of 0.93 kg/cm3. Calculate the mass. d = m/v, so use m = dv m = (0.93 kg/cm3) (9.01 cm3 )

Slides:



Advertisements
Similar presentations
PO D × basic advance d ÷ Convert Between Measurement Systems Type of MeasureCustomary  Metric Length 1 inch (in.) ≈ 2.54 centimeters.
Advertisements

Chapter 2: Measurement and Problem Solving
MODULE A - 5 Conversion and Cancel.
Practice Using the Factor-label Method
Lesson 1.06 Unit Conversion.
Measurements and Calculations Chapter 2 2.
Dimensional Analysis and Metric Conversions
A. Real life examples: 1. How many doughnuts are in 2 dozen? 2. How many quarters are in 4 dollars? 3. How many pairs of shoes do you have if you have.
Chem El Camino College Ch. 1: Measurements Chem El Camino College.
Warmup Perform the following conversions: a. Convert your weight (in pounds) to grams. If you’re not sure what your weight is, then guess! b. In its lifetime,
Unit 6: Stoichiometry Section 1: Chemical Calculations.
DERIVED UNITS Combining measurements to describe physical properties.
Unit 3 Jeopardy Calculations and problem solving..
1 Measure variables with two systems Measure variables with two systems Convert from one system to another Convert from one system to another Length Length.
HOW MANY SIG FIGS ? sig fig Zeros are place holders 2 sig fig Zeros are place holders 4 sig fig Zeros are between sig figs 4 sig.
Units Dimensional Analysis The method is in the units Let the units do the walking.
SI units International System of Units. SI Units Base Units Time – second (s) Length – meter (m) Mass – kilogram (kg) Temperature – Kelvin (K) Amount.
Measurements in Chemistry. The Standard Units Scientists have agreed on a set of international standard units for comparing all our measurements called.
1.Write down the number as a fraction. 16 in x= 1.
Geometry Lesson 0 – 1 Changing Units of Measure Objective: Convert units of measure within the customary and metric systems.
Metric Conversion Practice
M5 Converting Measures. Customary Metric Inches (in) Feet (ft) Yards (yd) Miles (mi) Millimeters (mm) Centimeters (cm) Meters (m) Kilometers (km) Length.
Dimensional Analysis.
9-4 Converting Metric Units Customary Conversions DistanceMassCapacity 12 in = 1 ft 3 ft = 1 yd 16 oz = 1 lb 2000 lb = 1 T 8 fl oz = 1 c 2 c = 1 pt 2 pt.
Unit Conversions.
Chapter 1: Dimensional Analysis
 A technique for solving problems of conversions.
Unit 4: Chemical Calculations. Conversion Factors Problem solutions are given in this format: Problem solutions are given in this format: – A x B x D.
The Metric System The English System was used primarily in the British Empire and wasn’t very standardized. The French organized a committee to devise.
Do Now Find the number of sig figs in the following numbers 1) 2804 m
Section 1.3 Problems Question 1
SI Units Conversions.
Dimensional Analysis.
Mass vs. Weight Mass depends on the amount of ___________ in the object. Weight depends on the force of ____________ acting on the object. ______________.
Metric Conversion Practice
Using the Conversion Factor
Topic -1 Quantities and Units.
Dimensional Analysis Definition
Metric Prefixes Prefix Power of 10 Value Kilo
Add to table of Contents:
FACTOR LABEL HOMEWORK.
Metric Conversion Practice
Using the Conversion Factor
Metric Prefixes Prefix Power of 10 Value Kilo
Using the Conversion Factor
Chapter 1 review.
Metric Conversion Practice
Section 1: Chemical Calculations
Using the Conversion Factor
Conversion Factors Dimensional Analysis Lots of Practice
Unit Systems and Dimensional Analysis
10/12/16 Today I will convert measurements within the metric system using factor label. Warm Up – Take a deep breath!
Convert 3.52 kilograms (kg) to grams (g) using the prefix line.
Metric Conversion Practice
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
Using the Conversion Factor
Warm-up 15 August 2017  .
Using the Conversion Factor
Metric Conversion Practice
METRIC CONVERSION.
Equalities State the same measurement in two different units length
Metric Conversion Practice
Using the Conversion Factor
DIMENSIONAL ANALYSIS PROBLEMS - REVIEW
Target: I can do dimensional analysis quickly!
Metric Conversion Practice
Metric Conversion Practice
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
Metric System Seo Physics.
Presentation transcript:

Warmup (5 min) 1. A 9.01 cm3 sample of gasoline has a density of 0.93 kg/cm3. Calculate the mass. d = m/v, so use m = dv m = (0.93 kg/cm3) (9.01 cm3 ) = 8.4 kg gasoline 2. In its lifetime, a snail will travel an average of 649,000 inches. What is this distance in meters? (done later in class)

You need your unit handout today! Unit Conversions You need your unit handout today! Calculator! You need to know the metric prefixes and how they relate to the base units (liters, grams, and meters). Ex. centi means 102 You need to know the common unit relationships that come up a lot during homework and sample problems.

1. 200 milliliters (ml) is how many liters (L)? Step 1: Set up a conversion problem, starting with the number and units given. 200 ml ( ) = L ( ) Step 2: Put the units that I need to cancel on the bottom and the units that I want in the top. Step 3: What is the relationship between the units? Put the numbers in. Step 4: Multiply across the top and divide by the bottom, and then SUB: sig figs, units, and box. 1 L 0.2 1000 ml 1 L = 1000ml

2. Convert 678 kilograms to pounds Step 1: Set up a conversion problem, starting with the number and units given. 678 kg ( ) = lb ( ) Step 2: Put the units that I need to cancel on the bottom and the units that I want in the top. Step 3: What is the relationship between the units? Put the numbers in. Step 4: Multiply across the top and divide by the bottom, and then SUB: sig figs, units, and box. Round to sig figs from problem, not from the unit relationship 2.2 lb 1490 1 kg 1 kg = 2.2 lb

3. A 34 deciliter water sample is collected from a river 3. A 34 deciliter water sample is collected from a river. What is this volume in nanoliters? 34 dL ( ) = 1 L ( nL ) 109 3.4 x 109 nL ( L ) 10 dL 1

4) A block at one particular high school lasts 61 minutes 4) A block at one particular high school lasts 61 minutes. How long is this amount of time in days? 61 min = day (1 ) hr ( 1 ) day 0.042 (60 ) min (24 ) hr

7.80 x 10-4 oz ( g) 1 ( kg) = 1 2.21 x 10-5 kg ( oz) 0.0353 ( g) 1000 5. My cat’s Halloween costume weighs 7.80 x 10-4 ounces. Convert this mass to kilograms. 7.80 x 10-4 oz ( g) 1 ( kg) = 1 2.21 x 10-5 kg ( oz) 0.0353 ( g) 1000

6) In its lifetime, a snail will travel an average of 649,000 inches 6) In its lifetime, a snail will travel an average of 649,000 inches. What is this distance in meters? 649000 in = m (1 ) m (2.54 ) cm 1.65 x 104 (1 ) in (100 ) cm

(1 ) in (1 ) in (1 ) in (2.54 ) cm (2.54 ) cm (2.54 ) cm 7) Now that you are a millionaire, you decide to build a swimming pool that holds 567 cm3 of water. What is this volume in cubic inches? 567 cm3 = in3 (1 ) in (1 ) in (1 ) in 34.6 (2.54 ) cm (2.54 ) cm (2.54 ) cm x3 does not equal x x3 = (x)(x)(x)

Because there are 100 cm in 1 m, you might think there are 100 cm3 in 1 m3 Actually, this shows that there are WAY MORE cm3 in 1 m3 1 m3 = 1,000,000 or 1 x 106 cm3

(106 ) ul (1 ) L ( 1 ) g ug (1 ) ul (1 ) L (100 ) cl (106 ) 8. Convert 67.8 ug /ul to g/cl 67.8 ug = g/cl (106 ) ul (1 ) L ( 1 ) g 0.678 ug (1 ) ul (1 ) L (100 ) cl (106 )

gal ( 1 ) (1 ) km (1 ) gal mi (3.785 ) L (0.62 ) 32 mi = km/L gal ( 1 ) (1 ) km 13.6 but rounds to 14 (1 ) gal mi (3.785 ) L (0.62 ) 9. Your car gets 32 miles to the gallon of gasoline in highway travel. Your cousin from France gets 14 kilometers to the liter in his car. Which car has the better gas mileage?

4) Use scratch paper, calculator, unit sheets (round 2 cards) Metric Match Game 1) Lab groups 2) Count: 16 cards 3) Purpose: arrange the cards in a 4 X 4 rectangle by correctly matching up the measurement conversions on cards. **every side of a rectangle that touches another side must have a correct metric equivalent 1200 mL 1.2 L 6.2 gal 23 L 4) Use scratch paper, calculator, unit sheets 5) Show me when you’re done.

Start making Unit matching game! See directions. We will continue next class.