Density of different materials. Chem Catalyst Chem catalyst 1.How can a ship made out of steel (more dense than water) carrying crude oil or containers.

Slides:



Advertisements
Similar presentations
Volume and Surface Area of a Cylinder (Day 1) We are learning to…find the volume and surface area of a cylinder Sunday, April 26, 2015.
Advertisements

Volume of Cones and Pyramids
Unit 14 Volume, Sectors and Arcs Presentation 1Volume of Cube, Cuboid, Cylinder and Triangular Prism Presentation 2Mass, Volume and Density Presentation.
Notebook p 29 Three Ways To Determine Density. 1) Regular Objects 1.Measure the each side of the block in centimeters. Calculate volume in cm³: multiply.
12 – 3 Cylinders and Cones.
Unit 2: Engineering Design Process
Volume and surface area of solids
Density Lab Part One. Density Lab: Part One DESCRIBE Describe the color and the shape of the object using 2 words.
© 2010 Pearson Prentice Hall. All rights reserved. CHAPTER 10 Geometry.
DENSITY.
Choose level of difficulty
Area of a Parallelogram Area of a Triangle Circumference & Area of a Circle.
Density of an Irregular Solid Object
Lesson 1: Introduction to matter
Density, Mass, & Volume Concepts & Equations Mr. Abud.
Volume of rectangular prisms. B V= Bh B = area of the base The base of a rectangular prism is a rectangle h The area of a rectangle is length times width.
Perimeter, Area, Surface Area, and Volume Examples
A sphere is the set of all points that are a given distance from a given point, the center. To calculate volume of a sphere, use the formula in the blue.
 In our lab we attempted to answer the question of if surface area affected osmosis rates. To accomplish this we created 4 different shapes out of potato,
* V = Bh * B represents the area of the base * V = Bh * B represents the area of the base, which would be a circle (A = πr 2 )
Starter:.
The Nature of Matter Benchmark SC.A The student determines that the properties of materials (e.g., density and volume) can be compared and measured.
DENSITY AND SPECIFIC GRAVITY A property of matter representing the mass per unit volume g/ml –liquid -grams/milliliters g/cm3 -solid -grams/centimeters.
Volume of Pyramids & Cones How would the volume of a cylinder and cone with the same height and radius be similar? Different? How about a prism and pyramid.
Density Eric Angat Teacher. 250 mL. Beaker ( volume in mL.)
Density All substances have different densities, therefore, you can identify a substance if you know its density The formula to calculate something’s density.
Chapter 13 Volume.
Bell Work: Find the Volume: V =  r 2 h =  (24 2 )(8) = 4608  in 3 4 ft 8 in.
Density Density describes how heavy an object is compared to its size.
 Property- a characteristic that helps identify an object  *Some common properties are: color, shape, size, feel, taste, smell, mass, volume.
Density Eric Angat Teacher. I. Investigative Question: How do I calculate the density of an object?
Density. Definition Density: The amount of matter in a certain volume. (How much matter is in a given amount of space.) Example: Each of the spheres in.
JEOPARDY! Use Your Words Life in the Lab What’s that Measure? Making Measurements Q $100 Q $200 Q $300 Q $400 Q $500 Q $100 Q $200 Q $300 Q $400 Q $500.
Find the volume of this cylinder 4 cm 3 cm Find the VOLUME of this prism 6 m 10 m.
Perimeter, Area, and Volume Geometry and andMeasurement.
8.3 Volume Objectives: To find the volume of a right prism. To find the volume of a right cylinder. To find the volume of a pyramid. To find the volume.
Volume of 3D Solids. Volume The number of cubic units needed to fill the shape. Find the volume of this prism by counting how many cubes tall, long, and.
Surface area & volume UNIT 4. Prisms SECTION 1  Prism: three dimensional shape with two parallel sides  Bases: sides parallel to each other  Lateral.
Activity – Making Measurements
Science Lab Unit 3: Properties of Matter. 07-PS1-2 1.I can identify and classify matter using their physical properties. 2.I can identify and describe.
Matter Chapter Twelve: The Physical Properties of Matter 12.1 Density 12.2 Buoyancy 12.3 Properties of Materials.
Warm ups Mark received a huge piece of chocolate shaped like a trapezoid that covered 98 square inches of his desk for his birthday!! Write two.
AREA / VOLUME UNIT FORMULAS.
) Find the surface area of this rectangular prism. 2) Find the volume of this rectangular prism.
Bell Ringer An architect designed a rectangular room with an area of 925 square feet. 1. What equation can be used to find the width of the room?
Geometry/Trig 2Name: __________________________ Total Area and Volume Excel ExplorationDate: ___________________________ 1) Follow the examples to create.
Describe how to find the volume of a prism. Give at least 3 examples. Describe how to find the volume of a cylinder. Give at least 3 examples. Describe.
Volumes Of Solids. 8m 5m 7cm 5 cm 14cm 6cm 4cm 4cm 3cm 12 cm 10cm.
Goal: Explore and describe the densities of various materials through measurement of their masses and volumes.
REVIEW FOR TEST LESSON 27.
REVIEW OF VOLUME LESSON 26(2).
Density. Definition Density is the mass of an object in comparison to the volume it occupies.
Chapter 1: The World of Earth Science. Density is defined as the mass of an object per unit volume. It is the relationship between the mass and volume.
VOLUME  Used to find the amount of liquid something can hold  Ex. the area of a swimming pool is the inside of the pool while the volume is the amount.
Warm Up Find the surface area and the volume
DENSITY And BUOYANCY.
Density is mass per unit volume.
Lesson Objective: You will be able to use mass and volume to calculate the density of an object.
Density Practice Problems
Density Notes.
Concepts & Equations Mr. Abud
DENSITY.
Find volumes of cylinders.
Volume.
Lesson Objective: You will be able to use mass and volume to calculate the density of an object.
Density.
Density Lab Intro.
Copy everything in blue on your lab sheet.
Procedure for calculating density
Presentation transcript:

Density of different materials

Chem Catalyst

Chem catalyst 1.How can a ship made out of steel (more dense than water) carrying crude oil or containers full of goods (more dense than water) float on water? 2.Why do these people have an easier time floating on the water than somebody at the local swimming pool?

Goals Determine densities of regularly shaped objects Determine the difference between density of freshwater and saltwater Differentiate between density of components and density of the whole

DENSITY OF THE MATERIAL IN A TIN CAN

Volume equations of regular shapes Cylinder: V = πr 2 h Pyramid: V = ⅓Bh Rectangular Prism: V = Lwh Cone: V = ⅓πr 2 Sphere: V = ⁴⁄ 3 πr³

What do the symbols mean? V = volume r= radius of a circle B = area of the base h = height (length perpendicular to the base) L = length w = width Length, width and height are measurements perpendicular to each other

Finding the Radius Use circumference and diameter to find radius, do not EYEBALL it! 1.Use string to determine circumference 2.Divide the circumference by π to get diameter 3.Divide diameter in half to get radius

Procedure For each object given: 1.Describe the shape of the container: 2.Describe object or name the contents 3.State the equation to find the volume of the shape of the can: 4.Determine which measurements are needed to calculate the volume of the can

Procedure, part 2 5. For each measurement, identify the unit of measure to be used: 6.Perform measurements and list in the chart below with the appropriate units 7.Calculate volume of object 8.Determine mass of object (!!warning!!) Some objects have the mass measurement on the label. DO NOT PUT LARGE OBJECTS on digital scales 9.Determine the density of object

Objects Chart Object 1 (Describe__________) Measurement Description Value of meas. (#) Unit Description Obj 2 (Describe ____________) Measurement Description Value of meas. (#) Unit Description Calculations: Density value, with units: Calculations: Density value, with units:

Determine the density of tap water and saltwater Goggles are needed for this lab(Why?) Materials needed – 100 ml graduated cylinder – 2 identical 100 ml griffin beakers – ml of tap water – 4 grams of salt – Stirrer rod – Hot plate – thermometer

Steps to be accomplished 1.Determine the mass of an empty beaker 2.Determine the mass of ml of tap water 3.Determine the volume, density of ml of tap water 4.Heat up to 30⁰ C and dissolve all salt into ml of tap water. 5.Determine mass, volume and density of saltwater solution 6.TURN OFF THE HOT PLATE, clean and put equipment back

Salt water Type of Water VolumeMassDensityTemp. Tap Water Before heating Saltwater solution 30⁰ Make sure values for saltwater are accomplished After Heating

Remember Turn off hot plate when you are done!!! Rinse and put away glassware Put goggles away in UV cabinets