The Size and Mass of an Oleic Acid Molecule. 1. Estimate the Width of the drop.

Slides:



Advertisements
Similar presentations
Surface Area of a cylinder Objective: Be able to calculate the surface area of a cylinder.
Advertisements

Unit 14 Volume, Sectors and Arcs Presentation 1Volume of Cube, Cuboid, Cylinder and Triangular Prism Presentation 2Mass, Volume and Density Presentation.
Density Lab Part One. Density Lab: Part One DESCRIBE Describe the color and the shape of the object using 2 words.
What is Volume? Next V = 1/3 πr 2 V = 4/3πr 3.
Selected Problems from Chapter 1
EXAMPLE 1 Use the formula for area of a circle Find the indicated measure. a. Area r = 2.5 cm SOLUTION Write formula for the area of a circle. = π (2.5)
Calculating the volume of a solid Sphere, cone and pyramid.
What is a cylinder? A cylinder is a three-dimensional shape that has two identical circular bases connected by a curved surface. Radius Circumference.
Math Circumference of Circles & Area of Circles. Vocabulary A circle is the set of all points in a plane that are the same distance from a given point,
What is the area of a circle?
Facts about Area of Shapes Dr. Kent Bryant 5/2011.
DENSITY AND SPECIFIC GRAVITY A property of matter representing the mass per unit volume g/ml –liquid -grams/milliliters g/cm3 -solid -grams/centimeters.
5 CM 4 CM Calculation Area = Length times Width (lw or l x W) Note Length of a rectangle is always the longest side.
Density. What is Density? Density is how closely packed together molecules are in a substance. Formula: Density = mass volume D = m V.
Volume of CYLINDERS V olume = Πr 2 h Volume is in: UNITS Gallon = 231 in 3 1 cubic foot of water equals gallons.
Lesson 18 Surface Area & Volume Volume of Cylinders.
7.2 Fluids and Density 1)A fluid is any form of matter that can flow. a)Liquids and gases are fluids since they do not have a fixed shape. b)Solids are.
DO NOW!!! (1 st ) 1.A rectangular prism has length 4 cm, width 5 cm, and height 9 cm. a) Find the area of the cross section parallel to the base. b) Find.
Sig Digs Lab Practice (Show units and correct sig digs.) Al strip: Measure the mass, length, and width. Calculate:Mass Area Given that the density of Al.
The Circle. The language of circles Circumference: The distance round the circle Circumference: The distance round the circle Diameter: the distance from.
Circumference Lesson #33. What is Circumference? The distance around the outside of a circle is called the circumference (essentially, it is the perimeter.
Volume of prisms and cylinders
Warm Up Find each measurement. 1. the radius of circle M if the diameter is 25 cm 2. the circumference of circle X if the radius is 42.5 in. 3. the area.
Chapter 1 – Section 2 p Measuring Matter. I. Weight – a measure of the force of gravity A. Changes if you go to the moon or another planet since.
What makes an ice cubes float in water ? Write your response in two sentences.
Depends on these two properties: MASS: amount of matter you are made ofMASS: amount of matter you are made of VOLUME: amount of space something takes.
GCSE FORMULAE You need to know this for your exam (Higher tier only formulae are indicated)
© T Madas. Find the mean percentage mark of 37%, 42%, 68%, 55% and 39%. Find of Find 7% of 675. Find the area of a triangle with base of 1.25.
By Study Helper. Calculating Density The answer is volume, mass, or density Definitions
Circles Shape and Space. Formula for the area of a circle We can find the area of a circle using the formula radius Area of a circle = πr 2 Area of a.
Characteristic Physical Properties. Characteristic physical properties are properties that are unique to a substance and can be used to identify it. For.
CIRCLES CIRCUMFERENCE & AREA. CIRCUMFERENCE C = ΠdorC = 2Πr 12cm.
Volume of Cones & Spheres
Calculating density Measuring density: 1 Find out the mass of each object with an electronic balance. Calculating density.
Density. Introduction We can see the difference in density of different materials when we look at... wood floating on water helium balloons floating.
Volume of a Cylinder How much will I hold?. A cylinder has two identical flat ends that are circular and one curved side. Volume is the amount of space.
 A cylinder has two identical flat ends that are circular and one curved side.  Volume is the amount of space inside a shape, measured in cubic units.
© Edco 2010 Exploring Science Physics Learning outcomes In this section, you will learn: – The definition of density. – How to calculate density from mass.
Crazy Crazy Toys by Patrick Gates Payton Gepp. Cube Description massVolumeDensity Cube A19g15.62cm31.21g/cm3 Cube B140g15.62cm38.96g/cm3 Cube C21g15.62cm31.34g/cm3.
Circles OCR Stage 6.
Calculations Involving Density Calculating Density from Mass and Volume.
Perimeter, Circumference and Area. Perimeter and Circumference Perimeter : The distance around a geometric figure. Circumference: The distance around.
Chapter 10 Lesson 6 Objective: To find the volume of a pyramid and a cone.
Perimeter and Area Formulas.  Perimeter is the distance around an object. It is easily the simplest formula. Simply add up all the sides of the shape,
How can you compare the densities of liquids without calculations?
Which do you think would have the greater volume and mass? Why?
Density Density is one of the most important measurements in science. It is also a very simple calculation that involves measurements of mass and volume.
DENSITY Density is defined as mass per unit volume. It is a measure of how tightly packed and how heavy the molecules are in an object. Density is the.
Density is mass per unit volume.
Density.
Density Practice Problems
Thickness of a Thin Layer
Mass, Volume, & Density.
10-7 Volume of Pyramids and Cones
Which do you think would have the greater volume and mass? Why?
Haileybury Astana Year 8 Science
Which do you think would have the greater volume and mass? Why?
Name:________________ Date:_________________ Class Period:___________
Density.
Which do you think would have the greater volume and mass? Why?
Which do you think would have the greater volume and mass? Why?
Measurements and Calculations
Which do you think would have the greater volume and mass? Why?
Which do you think would have the greater volume and mass? Why?
Which do you think would have the greater volume and mass? Why?
Which do you think would have the greater volume and mass? Why?
Density: Measuring Volume
Which do you think would have the greater volume and mass? Why?
DENSITY Density is defined as mass per unit volume. It is a measure of how tightly packed and how heavy the molecules are in an object. Density is the.
Which do you think would have the greater volume and mass? Why?
Presentation transcript:

The Size and Mass of an Oleic Acid Molecule

1. Estimate the Width of the drop

Example : Width of drop = 0.03cm = 3 X cm

2. Volume of the drop = (width of the drop) 3 (width of the drop) 3

Example: (3 X cm) 3 = 3 X cm 3

3. Estimate the diameter of the Floating Circle Diameter

Example : Diameter = 17cm

4. Calculate the Area of the Floating Circle A = πr 2 A = πr 2 (r = d / 2 ) ( r = d / 2 )

Example: Diameter = 17cm ; radius = 17/2 = 8.5cm Area = π r 2 = 3.14 X 8.5 X 8.5 = = 2.3 X 10 2 cm 2

5. Divide the Volume of the drop by the area of the circle to find the thickness of the floating circle The maximum size of the oleic acid molecule = the thickness of the floating film

Example: Thickness = volume/area = 3 X cm 3 / 2.3 X10 2 cm 2 = 1 X cm

6. Since the oleic acid molecule has a height that is ten times the width of the base of the molecule, divide the thickness by ten to get the width of the molecule’s base 7. Square the width of the base of the molecule to find the area of the base of the molecule.

Example: (1 x cm) / 10 = 1 X cm Area of molecule’s base = (1 X cm) 2 = 1 X cm 2

8. Divide the area of the floating circular film by the area of the base of one molecule to find the number of molecules in the drop.

Example: (2.3 X 10 2 cm 2 ) / ( 1 X cm 2 ) = 2 X molecules

9. The mass of the drop = volume X density volume X density

Example: ( 3 X cm 3 ) X (1 g/cm 3 )= 3 X g

10. The mass of a molecule = the mass of all the molecules in the drop divided by the number of molecules in the drop

Example: ( 3 X g) / ( 2 X molecules) = 2 X g