Top Banner
Warmup X Y -4 .039 -2 -0.32 0 -1.10 2 -1.58 4 -2.45 6 -3.02 8 -3.65 10 -4.32 12 -4.97 14 -5.66 Please complete a scatterplot for the data.
36

Warmup

Feb 25, 2016

Download

Documents

TRIXIE

Warmup. Please complete a scatterplot for the data. Warmup. From test corrections on the original gravity test or from reviewing relevant chapters for vocabulary and concepts, what questions do you have before the retake?. Finals Review Plan. Scientific Outcomes. - PowerPoint PPT Presentation
Welcome message from author
This document is posted to help you gain knowledge. Please leave a comment to let me know what you think about it! Share it to your friends and learn new things together.
Transcript
Page 1: Warmup

Warmup

X Y

-4 .039

-2 -0.32

0 -1.10

2 -1.58

4 -2.45

6 -3.02

8 -3.65

10 -4.32

12 -4.97

14 -5.66

Please complete a scatterplot for the data.

Page 2: Warmup

Warmup

From test corrections on the original gravity test or from reviewing relevant chapters for vocabulary and concepts, what questions do you have before the retake?

Page 3: Warmup

Finals Review PlanMonday Tuesday Wednesday Thursday Friday

May 21Circular Motion

May 23Investigation and Experimentation

Linear Motion

May 25Forces

Energy and Momentum

May 30(HS Field Trip)

Linear Motion

May 31Thermodynamics

Waves

June 1(MS Field Trip)

Electricity and Magnetism

June 4Final Exam

June 5Rocket Lab

June 5Rocket Lab

June 6Rocket Lab

Page 4: Warmup

Scientific OutcomesHypothesis – A testable statement which shows a cause and effect relationship. “If _, then _,” or “_ because _.”

ex: the existence of the graviton as a force-mediating particle

Law – A clearly defined mathematical relationship which describes a natural phenomenon and has significant evidence to support it. It has predictive value.

ex: Universal Law of Gravitation, F = -G m m /r2

Theory – A statement which explains why and how things occur, and is often related to a Law or Model. It has predictive value, and significant evidence to support it.

ex: General Theory of Relativity (Gravity curves space-time)

Page 5: Warmup

Scientific Method BasicsIndependent variable – the cause – we change it around

ex: How much we make the spider move.

Dependent variable – the effect – we measure what happensex: The percent chance my cat will eat it.

Controlled variables – everything else stays the same.ex: Object size, object appearance, object smell, time of day hungriness of cat, room lighting, how long the cat sees it.

Page 6: Warmup

Do people who watch too much tv really have mushy brains?Identify the dependent variable.

1 2 3 4 5 6

0% 0% 0%0%0%0%

1. age of subject2. TV amount3. mushiness of brains4. commercial break

frequency5. zombie appetite6. none of the above

Page 7: Warmup

If you eat more chocolate, then you will get more acne.

1 2 3 4 5 6

0% 0% 0%0%0%0%

1. IV: Acne DV: Chocolate CV: Age, Gender2. IV: Age, Chocolate DV: Gender CV: Acne3. IV: Chocolate DV: Acne CV: Age, Gender4. IV: Hormones DV: Teens CV: ProActiv Cream5. IV: Oils DV: Acne CV: Age,

Gender, Treatment, Facewashing, Sun exposure6. None of the above

Page 8: Warmup

How many mealworms does it take to make Zuldjian stink up the room a day later?Identify the Independent Variable.

1 2 3 4 5 6

0% 0% 0%0%0%0%

1. Mealworms2. Heat3. Time delay4. Stink5. All of the above6. None of the above

Page 9: Warmup

Scientific Method Procedure ElementsBaseline – A set of measurements taken before the IV is applied, to understand the normal value for future comparison.

ex: Mike got 5 headaches a month before he started taking medicine

Control Group – A group which does not receive the IV, for comparison during the experiment. Identifies the presence of environmental factors.

ex: …but the people who weren’t getting medicine also got better in July.

Placebo – Fools researchers, test subjects, or both to eliminate or reveal sources of bias.

ex: The coke/pepsi tasters didn’t know the labels were switched.

Reversal – Return to baseline, to help prove cause-and-effect.ex: When the old tires were put back on, Jimmy once again crashed.

Page 10: Warmup

Before dropping any eggs onto different pillows, Joe first dropped an egg directly onto the concrete and measured the splatter radius. This is a:

1 2 3 4 5

0% 0% 0%0%0%

1. Baseline2. Control group3. Placebo4. Reversal5. More than one

option

Page 11: Warmup

A baseball player claimed his home run rate was skill and not his special ‘training regimen’. Later, when he was forced by a Congressional committee to stop the regimen, his home run rate dropped. This is an effective example of a:

1 2 3 4 5

0% 0% 0%0%0%

1. Baseline2. Control group3. Placebo4. Reversal5. More than one

option

Page 12: Warmup

Data Analysis

Multiple Trials – Repeating a measurement using the same independent variable.

ex: Sonia grew three plants with 1 cup of water, three with 2 cups…

Precision (using Standard Deviation) – A small margin of this type demonstrates consistency, meaning low random error.

ex: By being very careful, data from Joe’s second and third trials matched his first trial with minimal deviation.

Accuracy – A small margin of this type demonstrates an overall value close to the correct value, meaning low systematic error.

ex: Low accuracy occurred as a result of an un-calibrated scale. The overall answer was 5g too high.

Best-fit lines, equations, and error bars – Helpful analytic tools for use with scatterplots.

Page 13: Warmup

What could you say about the accuracy and precision of the following data, where the accepted value is 4.3:(6.0, 6.1, 5.9, 5.8, 6.2)

1 2 3 4

0% 0%0%0%

1. Precision: ±.2 Accuracy: ±3

2. Precision: ±.2 Accuracy: ±1.7

3. Precision: ±.5 Accuracy: ±2

4. Precision: ±.2 Accuracy: ±1.5

Page 14: Warmup

1 2 3 4

0% 0%0%0%

What could you say about the accuracy and precision of the following data, where the accepted value is 9.0:(9.8, 8.1, 9.1, 8.7, 9.3)

1. Precision: ±.2 Accuracy: ±0

2. Precision: ±.9 Accuracy: ±1

3. Precision: ±.9 Accuracy: ±0

4. Precision: ±0 Accuracy: ±.9

Page 15: Warmup

VelocitySpeedDistanceDisplacementAccelerationScalarVector

Linear Motion

Page 16: Warmup

Vector: Graphical Representation

The way to draw a vector is a line with a certain length, in a certain direction, with an arrow to show which way it faces.

Ex:

Page 17: Warmup

How would you add these vectors?2 m/s right5 m/s left

1 2 3 4 5 6 7 8

0% 0% 0% 0%0%0%0%0%

1. 7 m/s right2. 7 m/s left3. 5 m/s right4. 5 m/s left5. 3 m/s right6. 3 m/s left7. 2 m/s right8. 2 m/s left

Page 18: Warmup

Which answer choices describes a 4 mile distance?

1 2 3 4

0% 0%0%0%

1. 10 mi East, 6 mi West

2. 20 mi North, 17 mi South, 1 mi East

3. 2 mi East, 2 mi West4. 5 mi East, 1 mi West

Page 19: Warmup

Which of these numbers is a speed?

1 2 3 4 5 6

0% 0% 0%0%0%0%

1. 15 meters2. 22 meters/second3. 25 m/s2

4. 10 miles5. 10 miles/hour6. 10 mph/s

Page 20: Warmup

1) v0=10 m/s a=-2 m/s2 t= 4 s v= ? m/s

2) v0=1 m/s a=0 m/s2 t= 10 s v= ? m/s

3) d0=100 m v0= 10 m/s a= -10m/s2 t= 2 s d=? m

4) d0=0 m v0= 0 m/s a= 2 m/s2 t= 5 s d=? m

Practice Problems

Givens:

Equation:Plug-in:Math:

Answer:

Page 21: Warmup

5) A car is initially stopped. The driver pushes on the gas pedal and it begins to accelerate. After 5 seconds, it is travelling at 60mph. What was the average rate of acceleration?

6) Acceleration due to gravity is 10 m/s2 near the surface of the Earth. If you were to jump out of an airplane, after 1 second what would your velocity be? After 2 seconds? After 10 seconds?

Practice Problems

Givens:

Equation:Plug-in:Math:

Answer:

Page 22: Warmup

Practice Problems7) A rabbit has a speed of 5 m/s, and has a 100m head-start. A dog has a constant speed of 6 m/s in the same direction. Will the dog be able to catch the rabbit in 10 seconds?

8) A trip to Los Angeles is about 600 miles. A car averages 60 mph. A plane averages 400 mph. A high-speed rail averages 80 mph. How long does it take each of these modes of transportation to complete the trip?

Givens:

Equation:Plug-in:Math:

Answer:

Page 23: Warmup

9) If a runner travels 400m in 60 seconds around a circular track (one lap), what is their average speed and velocity? If a cheetah travels the same distance in 20 seconds, what is their average speed and velocity?

10) A person ties a string to a can of water and swings it at a constant speed in a circle. Describe the acceleration the can is experiencing in as much detail as possible. (Not a math problem)

Practice Problems

Givens:

Equation:Plug-in:Math:

Answer:

Page 24: Warmup

11) One train leaves travelling at an average velocity of 60mph East, and another one leaves travelling 30mph West. After 2.5 hours, what is their displacement in relation to the station? What is their displacement in relation to each other?

12) A hang glider descends a total of 150m and then climbs back up 50m. It takes a total of 25 seconds to do this. In m/s, what is the average speed? What is the average velocity?

Practice Problem

Givens:

Equation:Plug-in:Math:

Answer:

Page 25: Warmup

Practice Problems13) A hero is rocket-packing towards a closing door at a speed of 20 m/s. The door is 200 m away and will close in 5 seconds. Does the hero make it through?

Algebra II13b) What is the minimum acceleration the hero should use to make it through successfully?

Givens:

Equation:Plug-in:Math:

Answer:

Page 26: Warmup

Side-by-Side Comparison

t

d

Constant

t

v

Zero

t

a

Zero

t

d

Linear

t

v

Constant

t

a

Zero

t

d

Non-Linear

t

v

Linear

t

a

Constant

d = constant v = constant a = constant

Page 27: Warmup

Practice Problemsv

t

For the graph above, draw the equivalent displacement and acceleration graphs (assuming it starts at d0 = 0).

Page 28: Warmup

Solution

v

t

t

d

t

a

Page 29: Warmup

Energy, Work, and Power

Energy is the ability to cause change, and is measured in Joules (J).

Law of Conservation of Energy - Energy can be transferred from object to object, and can change form, but never just disappears.

Kinetic Energy – Large-scale motion. (Joules)KE = ½ m v2

Potential Energy – Based on position and a force. (Joules)PE = m g h

Work – A transfer of one kind of energy to another. (Joules)W = F d

Power – How quickly the work is done. (Watts)P = W/t

Page 30: Warmup

Momentum and Impulsep = m*v

∆p = F*t

Conservation of momentum: the total momentum of the system is the same, both before and after any event.

Elastic collisions: objects bounce perfectlyInelastic collisions: objects deform, stick together, and/or bounce imperfectly

Momentum is conserved: the total momentum of all objects before a collision is the same as after the collision.

Page 31: Warmup

1) A hydro-electric dam has water fall through a turbine to generate electricity. Find the force of gravity on 1 kg of water. How many joules would this produce if the turbine is pulled 10 meters at a time?

1 2 3 4 5 6

27%

0%

9%

0%

55%

9%

1. 100 W2. 1000 W3. 10 W4. 100 J5. 1000 J6. 10 J

Page 32: Warmup

2) A person on a bicycle has a downward force of 1000 N. They coast 2500 m along a flat road. How much work is done?

1 2 3 4 5

50%

10%

30%

0%

10%

1. 2500000 J2. 2.5 J3. 1500 N4. 3500 J5. None of the above

Page 33: Warmup

3) A lightbulb uses 60W. A battery stores 6000 J. For how many seconds can the battery power the lightbulb?

1 2 3 4 5

0% 0% 0%0%0%

1. 360000 s2. 100 s3. 1000 s4. Cannot be

determined5. None of the above

Page 34: Warmup

4) A motor boat’s engine uses 5,000 J of energy in only 4 seconds. How powerful is it?

1 2 3 4 5

0% 0% 0%0%0%

1. 20,000 W2. 1250 W3. 5004 W4. 4996 W5. None of the above

Page 35: Warmup

8) Wiley Coyote accidentally steps off of a 2000 m tall cliff. He has a mass of 10 kg. How fast will he be going when he hits the ground?

1 2 3 4 5

0% 0% 0%0%0%

1. 200,000J2. 20J3. 200 m/s4. 40,000 m/s5. None of the above

Page 36: Warmup

9) A shopping cart starts at rest and rolls down a hill, picking up speed. At the bottom, it is going 4 m/s. How tall was the hill?

(You do not need to know the mass of the shopping cart to solve this. Set it up and see why.)

1 2 3 4 5

0% 0% 0%0%0%

1. 0.4 m2. 0.8 m3. 40 m4. 80 m5. None of the above