• No results found

9Lab Chapter 2 Notes.pdf

N/A
N/A
Protected

Academic year: 2020

Share "9Lab Chapter 2 Notes.pdf"

Copied!
8
0
0

Loading.... (view fulltext now)

Full text

(1)

Chapter 2

Section 1

Measuring Mass & Volume

Learning Goals:

*Explain the meaning of mass and describe

the units for measuring mass.

*Distinguish between mass and weight.

*Define volume and explain how the

volume of matter is measured.

Mass

*Mass

describes the amount of matter

in an object.

*The SI unit for mass is the kilogram

(kg).

*The kilogram is too large a unit to be convenient

for small masses.

One gram (g) is one-thousandth of a kilogram. What is the estimated mass of ONE zinc nut?

96.2g / 6 = 16.033333g

with SF = 16.0g

*Matter

is anything that has mass and takes up

space.

*All matter has mass.

*Steel, plastic, rubber, and glass are different kinds

of matter.

* One

gram

( g ) is one-thousandth of a

kilogram.

* One large paperclip has a mass of about

one gram (1,000 large paperclips = about 1

kilogram).

* Grams are also convenient for analyzing

food.

*We tend to use the terms mass and weight

interchangeably, but they are not the same

thing.

*Mass is the amount of matter in an object.

*Weight

is a measure of the pulling force of

gravity on an object.

(2)

* A 2.3 kg bag of flour has a

mass

of 2.3

kilograms no matter where it is in the

universe.

*The weight

of the bag of flour is less on

the moon.

Mass and weight are different!

*Volume is the amount of space an object takes up.

The fundamental unit of volume in SI is the

cubic meter (m

3

).

*More convenient smaller units are cubic

centimeters (cc or cm

3

), liters (L) and

milliliters ( mL )

*Measuring the volume of liquids is easy.

*Pour the liquid into a graduated cylinderand read the meniscus at eye level.

*You will notice that the surface of the liquid forms a curve rather than a straight line.

*This curve is called the meniscus. Read the volume at the center of the meniscus.

*You can find the volume of

an irregular shape using a

technique called

displacement

.

*Put the irregularly shaped

object in water and

measuring the amount of

water displaced.

*Mass and volume are two

different properties of

matter.

*Size does not always

indicate an object’s mass!

How the matter is packed

into space is more

important.

(3)

Classwork

*Section Review 2.1 pg 35

*#1 - 6

Homework

*Read 2.2

Physical Science

Chapter 2

Section 2

Density

Learning Goals

*Define density in terms of mass and

volume.

*Identify units used to express the density of

materials.

*Apply the density formula to solve

problems.

*Density

describes how much mass is in a

given volume of a material.

* Solids, liquids and gases are matter, so

they all have density.

*The density of water is about one gram per

cubic centimeter.

* The units used for density depend on

whether the substance is solid or liquid.

*For liquids use units of grams per milliliter

(g/mL).

(4)

* Density is a property of material

independent of quantity or shape.

10.0

*Density changes for different substances because:

*Atoms have different masses.

*Atoms may be “packed” tightly or loosely.

*Mass

is measured

with a balance or

scale.

*Use the

displacement

method or calculate

the

volume

.

* To find the density of a material, you need

to know the mass and volume of a sample of

the material.

* Water is an exception to this rule.

(5)

* Liquids tend to be less dense than solids

of the same material.

*Ex. solder

Practice Problem: You measure the volume of

a screw to be 2.5ml and the mass to be 19.5g.

What is the density of the screw? What

material is the screw made of?

Classwork

*2.2 Section review all questions

Homework

*Read 2.3

*Density worksheet 2.2

Physical Science

Chapter 2

Section 3

Graphing

Learning Goals

*Use graphs to create a visual representation

of data.

*Analyze trends on a graph.

* Explain the difference between a direct

relationship and an inverse relationship.

* A

graph

is a visual way to organize data.

*A

scatterplot

or XY

graph

is used to see

if two variables are

related.

(6)

* A

pie graph

shows the amount each part

makes of up of the whole (100%).

* A “connect-the-dots”

line graph

is often

used to show trends in data over time.

*Scatterplots

show how a change in one variable

influences another variable.

*The

independent variable

is the variable you

believe might influence another variable.

*The dependent variable

is the variable that you

hope will change as a result of the experiment.

*Pressure and diving depth as an example;

* Pressure is critical to safe diving.

*How does an increase in depth affect the

pressure?

* What sort of graph would best show the

relationship between pressure and depth?

Making an XY graph

* Choose x and y-axis

*Depth is the independent variable = x axis

*Pressure is the dependent variable = y axis

* Make a scale

*Most graphs use ones, twos, fives or tens

OR calculate the value per box

(7)

*When scientists create scatterplots, they are usually working with large amounts of data.

*Here is a scatterplot of data for the Old Faithful geyser in Yellowstone National Park, Wyoming.

*The graph shows there are generally two types of eruptions: short-wait-short-duration, and long-waitlong-duration.

*This discovery about the geyser activity would be hard to make without the visual aid of the scatterplot!

Plotting your data

* In a

direct relationship

, when one variable

increases, so does the other.

The speed and distance variables show a direct relationship.

*When there is no relationship the graph looks

like a collection of dots.

No pattern appears

In an inverse relationship

, when one

variable increases, the other decreases.

*What is the speed of the car at 50 cm? *Find the known value on the x axis

*Position = 50 cm

*Draw a line vertically upward from 50 cm until it hits the curve.

*Draw a line across horizontally to the y-axis from the same place on the curve.

*Read the speed using the y axis scale.

*Speed = 76 cm/s

Reading a graph

Classwork

*2.3 Section review all problems

Homework

*Read 2.4

Next Class Day

(8)

Physical Science

Chapter 2

Section 4

Solving Problems

Learning Goals

*Apply a four-step technique to solve

problems.

*Use the design cycle to solve problems.

2.0cm

2.0cm

2.5cm

This block is made

out of Platinum.

What is it's mass?

How to solve design problems

* What does your

design need to

accomplish?

*What constraints do

you have?

*Think of an idea.

*Follow the design

cycle…

Classwork

*2.4 Section Review #1 - 6

Homework

References

Related documents