Dimensional Analysis: continued Wednesday, August 19 th, 2015.

Slides:



Advertisements
Similar presentations
Using the Conversion Factor
Advertisements

Using the Conversion Factor
System of Measurement English – standard measurement in the United States, now called U.S. Customary System Uses, inch, foot, yard, rod and mile as units.
112 inches (in) = 1 foot (ft) 336 inches = 1 yard (yd) 55,280 feet = 1 mile (mi)
 The customary system is a system of measurement commonly used in the United States.  The international system is the most widely used system of measurement.
Converting Measurements
9.2 Measuring Area and Volume
Metric and Non-Metric Conversion Problems.
EXAM 1 Study Aids or… Think, Multiply, Divide, Conquer.
Convert between metric and imperial measurements
What You Will Learn Dimensional Analysis Unit Fractions
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 )
Unit 6: Stoichiometry Section 1: Chemical Calculations.
Who Wants To Be A Millionaire? 4 th Grade Edition.
FACTOR LABEL METHOD. In math you use numbers, in chemistry we use quantities. In math you use numbers, in chemistry we use quantities. A quantity is described.
Conversions 8th Grade Math.
Units Dimensional Analysis The method is in the units Let the units do the walking.
What does conversion mean? A change in the units or form of a number or expression.
Dimensional Analysis Monday, August 17 th, What’s the Rule?
Dimensions & Units One Dimension --- Linear One Dimension --- Linear Synonyms: Length Height Synonyms: Length Height Common English Units Common English.
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.
Pick up a half sheet of paper (a chart) and a full sheet of paper (worksheet) from the back table. Voice Level 0-zero, nada, zilch.
M5 Converting Measures. Customary Metric Inches (in) Feet (ft) Yards (yd) Miles (mi) Millimeters (mm) Centimeters (cm) Meters (m) Kilometers (km) Length.
Length 1000x 1000x kiloeter (km) liter (m) mililiter (mm) 100x
The Metric System A simple way to measure. What is it??? A system of measurement based on multiples of
Anna is 60 inches tall. How tall is she in centimeters? 1 inch  2.5 centimeters.
Fill in the Missing Numbers 1 foot = _____ inches 1 meter = _____ centimeters 1 pound = _______ ounces 1 minute = ______ seconds 1 hour = ________ minutes.
5-4 Dimensional Analysis Course 2 Warm Up Warm Up Problem of the Day Problem of the Day Lesson Presentation Lesson Presentation.
More Dimensional Analysis Practice (using your blue sheet)
Changing Units in the Customary System. Strategy When converting from a large unit to a small unit, multiply by the conversion factor. When converting.
Lesson 11 Nonmetric Conversions. Given that:2.21 lb = 1.00 kg4.54 L = 1.00 gal 1.00 atm = kPa1.61 km = 1.00 mile 14 lb = 1 stone2000 lb = 1 ton.
Warm-Up Exercises Perform the indicated operation ANSWER 18.8 ANSWER 7.75.
Metric to English and Vice-versa. Unit Conversion What if you are given a measurement with certain unit and you need to express that same measurement.
© 2010 Pearson Prentice Hall. All rights reserved Converting Units § 6.4.
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.
Good Morning! Today is Monday, October 12, 2015 HW Due: Dimensional Analysis Practice Problems Do-Now: Convert the following measurement using dimensional.
10 mm is the same as... 1 cm. 20 mm is the same as... 2 cm.
Warm Up Simplify the following For questions 1-3, State whether your answers are rational or irrational numbers.
Measurement Notes Metric unit of length is the meter (m).
SI Units Conversions.
Friday trivia Warm-up Lesson 6 Exit card
Using the Conversion Factor
Dimensional Analysis Friday, August 18th, 2017.
Dimensional Analysis Definition
Fill in the Missing Numbers
Measuring Objects.
Using Customary units of Measurement
Using the Conversion Factor
Dimensional Analysis Problems
Using the Conversion Factor
Converting Units Guided Notes
Section 1: Chemical Calculations
Using the Conversion Factor
What You Will Learn Dimensional Analysis Unit Fractions
Section 9.4 Linear Measurements.
Lesson 0 – 2 Changing Units of Measure Between Systems
Using the Conversion Factor
Harvard University Established (1636)
Warm-up 15 August 2017  .
Using the Conversion Factor
5.1/2 Rates and Ratios Objective: Students will be able to write simple ratios three ways. They will also be able to make simple conversions. With the.
Dimensional Analysis Friday, August 17th, 2018.
Lesson 11 Nonmetric Conversions.
Using the Conversion Factor
Using the Conversion Factor
Target: I can do dimensional analysis quickly!
Converting Units Guided Notes
Presentation transcript:

Dimensional Analysis: continued Wednesday, August 19 th, 2015

Warm-Up 1.Convert 97.0 miles to km. 2.Convert 86 µL to L. 3.Convert 980 cm to Mm.

1. Convert 97.0 miles to km mi1.609 km=  156 km 1 mi

2. Convert 86 µL to L. 86 µL1 L= L 10 6 µL

3. Convert 980 cm to Mm. whatttttt 980 cm 1 m Mm= Mm 10 2 cm1 m 980 cm Mm= Mm 10 2 cm

A little bit harder now… Sheila ran a half-marathon (13.1 miles). She wants to know how many centimeters she ran.

Convert 13.1 miles to cm mi km1 m10 2 cm = cm 1 mi10 -3 km 1 m

Mark drank 7.6 ounces of gatorade. He wants to know how many nanoliters he drank. (there are 128 oz in one gallon).

Convert 7.6 ounces to nL. 7.6 oz 1 gal 1 L10 9 nL = 2.2 x 10 8 nL 128 oz gal 1 L