STEVEN HOOPER » Mr. Hooper's Class Homepage

Mr. Hooper's Class Homepage

Homework!
1. Agenda: Filled out, finished and (parent) signed
2. Multiplication Page: selected students - Those that have passed the test do not have to do this assignment. I will list the names of those students below.
3. Study Vocabulary.  Selected students (those that did not pass the previous week's test) must write each word and definition 5 times.
4. Language: Usually Practice A and B
5. Math: Usually 11 problems copied from the board 
6. Science: read the two assigned pages, and answer the two questions.
7. Health: read the two assigned pages, and answer the two questions.
8. Tests Signed: Monday only. Tests from Friday will be graded and returned. Please sign.
Here are the students that have passed the multiplication tests. They do not have to do the daily multiplication practice!
 
Katherine                   Hailey B.              Ethan               Leah                      Vivian            Gisselle      
 
Hailie O.                      Aiden                  Jayli                  Geraldo               Zaniel          Alexander

First Test, Time taken

Thursday 8/24/23 45 minutes trying to get everybody logged in.

 

Friday, 8/25/23 8:30 to 10:10 and then 10:30 to 11:00 = 130 minutes

 

Monday 08/28/23 11:30 to 12:20 = 50 minutes, 180 minutes for test, 230 minutes total waste.

 

Wednesday 09/13/23 10:30 to 11:15 = 45 minutes

 

Thursday 09/14/23 10:30 to 12:00 = 90 minutes

 

Grand total: 540 minutes or 9 hours!!!!!!!!Wasted!!!!!

 

Second Test, Time taken

 

Monday 11/27/23 8:40 to 10:10 = 90 Minutes

 

Tuesday 11/28/23 8:45 to 10:10 = 85 Minutes

 

Wednesday 11/29/23 10:35 to 11:35 = 60 Minutes

 

New grand total: 775 minutes or 12.9 hours!!!!!!!!Wasted!!!!!

 

 

 

Problems:
One student got a problem of volume. Not a 4th grade standard. This student also got a geometric figure with points at the vertices of angles. This  student was asked which angle was acute. The answers were listed as S , B, A, and so on. This is incorrect notation. 

One student got a horizontal equation with at least 10 terms of multiplication and addition with decimals. Not a 4th grade standard.

 

One student got an article about poisonous snakes. There are only venomous and nonvenomous snakes.

 

Problems are worded cruelly. Instead of asking a straightforward question they twist it until it is unrecognizable.

 

One student got the following problem: 8*1+5*1/10+7*1/1000. We have not yet covered order of operations. Thousandths are not a 4th grade standard. We have not covered fractions, much less multiplying fractions.

 

 

These are just a few examples among many egregious instances. This is educational malpractice. The "data" gleaned from this test is fatally flawed and cannot be used. Using data this bad is again, educational malpractice.

 

 

On The Stack
  1.  
  2. I Survived the San Francisco Earthquake
  3. Holes
  4. The Magic Finger, by Roald Dahl
Reading Now
  1. The Witches, By Roald Dahl
  2. The BFG, By Roald Dahl
  3.  
 
Finished!
  1. The Twits, By Roald Dahl
  2. Charlotte's Web, By E.B. White
  3. Matilda, By Roald Dahl
  4. The Whipping Boy, By Sid Fleishmann
  5.  
Here is what we will be doing in the computer lab:
  1. Create a folder on a flash drive  Done!
  2. Open a file in MS Word    Done!
  3. Save that file on the flash drive    Done!
  4. Type name, copy, and paste    Done!
  5. Change the size          Done!
  6. Change the color          Done!
  7. Change the font          Done!
  8. Center font        Done!
  9. Bold, Italics, and underline  Done!
  10. Number  Done!
  11. Bullet  Done!
  12. Customize Bulleting and Numbering  Done!
Internet
  1. Find pictures on the internet    Done!
  2. Copy pictures to custom folder on flash drive Done!
  3. Find information on the internet  Done!
  4. Copy information to a MS Word document  Done!
  5. Save that document on the flash drive  Done!
PowerPoint
  1. Create a slide with title, text, picture, and animation  Done!
  2. Create additional slides  Done!
  3. Order slides  Done!
  4. Manage animations  Done!
  5. Make a practice 3 slide presentation  Done!
  6. Independently make a 5 slide animated PowerPoint presentation on a grade level topic Done!
  7. Present PowerPoint to class as an oral report           Done!
Xcel
  1. Understand coordinate grid  Done!
  2. Understand cell  Done!
  3. Input data into cells Done!
  4. Make a simple data set  Done!
  5. Add formulas  Done!
  6. Add charts  Done!
  7. Make multiple sheet data sets  Done!
  8. Link sheets to master amalgamator  Done!
  9. Produce a multiple sheet, linked spreadsheet with world GDP data (as a group)  Done!
  10. Produce a multiple sheet, linked spreadsheet with world population data (independently) Done!
Research
We'll do small group research projects on the following topics:
  1. David Goggins        Done!

  2. Great Emu War      Done!

  3. Rabies          Done!

  4. Winchester House

  5. Hearst Castle

  6. Rapa Nui/Easter Island    Done!

  7. Tetanus    Done!
  8. casu marzu            Done!

  9. Haggis              Done!

  10. Limnic eruption

  11. Marie Curie

  12. Tse-tse fly          Done!

  13. Bot fly            Done!

  14. SR-71 Blackbird

  15. Bovine Spongiform Encephalopathy  Done!

  16. Crystal Cave of Mexico          Done!

  17. Harry Houdini    Done!

  18. Code talker

  19. Reef Stonefish              Done!  

  20. Red Back          Done!

  21. Centralia, Pennsylvania

  22. Donner Party          Done!

  23. Black Plague          Done!

  24. Permian Extinction        Done!

  25. Ebola Hemorrhagic Fever        Done!

  26. Hatfield and McCoy Feud

  27. M.O.A.B.      Done!

  28. Kuwati Oil Fires

  29. Genghis Khan                  Done!

  30. Ivan The Terrible

  31. Civet Coffee (Kopi Luwak)    Done!

  32. Great Molasses Flood, Boston  Done!

  33. The Great Smog of 1952

  34. The Mary Celeste

  35. Darvaza Gas Crater

  36. Tzar Bomba        Done!

  37. Thomas Tate Tobin

  38. Sigurd the Mighty

  39. Snake Island (Ilha Da Queimada Grande)        Done!
  40. Ayers Rock (Uluru)

  41. Obsessive-Compulsive Disorder      Done!

  42. Krakatoa              Done!

  43. Death Stalker Scorpion    Done!

  44. Sea Snake    Done!

  45. Schizophrenia          Done!

  46. Greek Fire          Done!

  47. Trebuchet

  48. Hannibal Barca of Carthage

  49. Yim Wing-Chun

  50. Alcatraz Island        Done!

  51. Boomslang

  52. Pigbutt Worm          Done!

  53. Lake Titicaca          Done!

  54. The Pyramids of Meroe

  55. Persistence Hunting      Done!

  56. Peat Bog Mummies                Done!

  57. Chicxulub Crater

  58. Lomonosov Craters              Done!

  59. Lake Hebgen

  60. Sagittarius A*            Done!

  61. Mariana Trench

  62. Derecho (wind)

  63. Union Carbide – Bhopal, India

  64. Chernobyl

 
 
Question: How does additional mass affect how far a car will travel?
Hypothesis: I think that the car will travel (farther/the same distance/a shorter distance) after adding mass to it. Students chose one of the choices in the parenthesis.
Materials: Green car, yellow car, blue car, red car, tape, 8 sections of track, 7 connectors, 2 science books, meter stick.
Procedures:
  1. Connect the track by using the connectors to put the pieces of track together.
  2. Place one end of the track on top of the 2 science books.
  3. Place the green car at the top of the slope. Let it go down without pushing. Mark where the car ends up. Repeat 5 times. Note where the car ends up the most times. Remove the other tape markers and use that spot as the benchmark.
  4. Tape the yellow car to the green car. Run them as in step 3. Note any difference in distance.
  5. Tape the blue car to the yellow and green cars. Run as in step 3.
  6. Tape the red car to the blue, yellow, and green cars. Run as in step 3.
  7. Note all data in cm or mm, whichever is appropriate.
 
Data:
  Data
Green and Yellow Trial 1 Trial 2 Trial 3 Trial 4 Trial 5
Group1 0 1.5 5.5 0 2
Group2 -2.03 -4 -1.06 -1.35 -2.53
Group3 1.7        
Group4 -3.2 -1.2 2.5 -2.2 2.5
Group5 8 4 5 8 6.5
Average 0.8 0.07 2.9 1.11 2.11
      Grand Average 1.43
  Data
Green Yellow Blue Trial 1 Trial 2 Trial 3 Trial 4 Trial 5
Group1 0 1.4 1.3 0 1.1
Group2 -6.4 -3.3 -5.2 -4.15 -6.75
Group3          
Group4 4.9 2.25 -1.59 2.7 6.1
Group5 4.5 5.25 5.25 4.1 4.5
Average 0.75 1.4 -0.06 0.66 1.23
      Grand Average 0.79
 
  Data
Green Yellow Blue Red Trial 1 Trial 2 Trial 3 Trial 4 Trial 5
Group1 6 0 15 9 16
Group2 -9.6 -7.71 -5.65 -2.27 -5
Group3          
Group4 -5.8 6.4 -2.5 8.3 2.19
Group5 2.3 6.1 3.1 2.3 3
Average -1.77 1.19 2.48 4.33 4.04
      Grand Average 2.05
 
Analysis: Some groups' cars ended up before the benchmark (as we expected). This is indicated by the negative numbers in the chart. Other groups' cars ended up past the benchmark and in some cases both before and past. This might be a result of variances in the cars used. Some cars seem to run a lot more smoothly than others. Still, overall, the cars ended up past the benchmark. This contradicts Newton's Second Law of Motion.
 
Conclusion(s): We cannot make a definite conclusion because our data is too widely varied. Inconclusive is our conclusion!
 
Note: We have no idea why this web platform publishes our charts so funkily. No grid lines. Wonky alignment. Not a good look.
Questions: What happens when a car runs into another car that is at rest? What happens when mass is added to the at-rest car?
 
Hypotheses: I think the at-rest car (will/will not) move when another car is run into it. I think the at-rest car will move (more/less) as we add mass to it. Students chose one of the choices in parentheses. 
 
Materials: Green car, yellow car, blue car, red car, pre-built 8 piece track, 3 dictionaries (student edition).
 
Procedures: 
  1. Measure a distance of 30cm from the end of the track and mark it with tape.
  2. Place the blue car so that the front end is even with the 30cm mark. This is the at-rest car.
  3. Place the other end of the track on the three dictionaries.
  4. Run the green car down the incline (hill).
  5. Note the distance that the blue car moves. Measure in cm.
  6. Repeat number 5 five times.
  7. Tape the yellow car to the blue car and repeat steps 4-6.
  8. Tape the red car to the blue and yellow cars. Repeat steps 4-6.
Blue Car Trial 1 Trial 2 Trial 3 Trial 4 Trial 5
Group 1 27 50 25 29 31
Group 2 59.9 39.6 47.6 75.7 47.5
Group 3 23 22 36 43 60
Group 4 98 68.5 74.5 97.5 75
Group 5 15 13 19 1.5 1.7
Average 44.6 38.6 40.4 49.3 43.0
In cm     Grand Average 43.2
Data:
 
 
 
Blue and Yellow Car Trial 1 Trial 2 Trial 3 Trial 4 Trial 5
Group 1 23 50 6 14 6
Group2 18.9 29.4 15.1 23.7 22.8
Group 3 21 32 33 31 32
Group 4 31 33 32 26 26
Group 5 3 6.5 5.5 7.5 11
Average 19.4 30.2 18.3 20.4 19.6
In cm     Grand Average 21.6
 
Blue, Yellow and Red Car Trial 1 Trial 2 Trial 3 Trial 4 Trial 5
Group 1 8 11 12 10 11
Group2 13.1 15.5 11.3 25.3 13.4
Group 3 27 22 23 19 23
Group 4 31 9 28 22.3 24.5
Group 5 4 4.5 6 5.5 5
Average 16.6 12.4 16.1 16.4 15.4
In cm     Grand Average 15.4
 
Analysis: This time, our data, though fairly scattered, produced a useable result. The averages clearly went down as we added mass 
 
Conclusions: The at-rest car moved each time the green car hit it. Our data shows that when we added mass to the at-rest car, it moved a shorter distance when struck by the green car.
 
Question: How high does an incline need to be for a car to make it through a loop?
 
Hypothesis: I think the incline will need to be (students chose a length between 51cm and 200cm) high for the car to make it through the loop. Note: We knew it had to be at least 51 cm because as a demonstration we tried 50 cm and the car did not make it through the loop.
 
Materials: 8 Piece pre-made track, 3 pieces of track for the loop, 2 connectors for the loop, 1 loop stand, 4 additional pieces of track to lengthen it before the loop, 4 additional connectors, a meter stick, and 1 green car.
 
Procedures:
A) Construct the loop and the additional track.
1. Measure a point 50 cm from the floor and mark that spot on the wall/door with tape.
2. Hold the track against the tape.
3. Run a car down the track
  • If the car does not make it through the loop, go to step 4.
  • If the car does make it through the loop, go to step "B".
4. Measure a point 60 cm from the floor and mark it with tape. Remove the 50 cm mark. Run the car.
  • See bullets above
5. Measure a point 70 cm from the floor and mark it with tape. Remove the other piece of tape. Run the car.
  • See bullets above
6. Continue raising the track by 10 cm until the car makes it through the loop several times.
Step B) 
Measure a point 1 cm below the successful point. Do not remove the above tape. Run the car.
  • If it makes it through the loop, repeat step B, removing the top tape only.
  • If the car does not make it through the loop, go back to the higher position. Run 5 trials to make certain the car still makes it through the loop at that height.
7. Note the exact height the track needs to be for a car to make it through the loop.
 
Data:
Loop  
Group Number Incline Height
1 99.8
2 98
3 100
4 100
5 140
Average 107.56
 
Notes:

Centripetal Force is the tendency for an object to be drawn towards the center of a circle when traveling on the circumference of that circle. As force is added to the traveling object, the centripetal force is increased.

 

Centrifugal Force is only an apparent force that is simply the equal and opposite reaction of centripetal force. It appears that an object is drawn to the outside of a circle because of the centripetal force.

 

Conclusion:

The incline needs to be at least 98cm, and at most 140cm high for a car to make it through the loop. We decided that the out lying data (140cm) was due to the car not functioning as well as the others.
Question: What happens when mass is added to the car when it is sent through the loop?
Hypothesis: I think the car with extra mass (will/will not) make it through the loop. 
Materials: Pre-built loop track, 1 green car, 1 black car, and tape
Procedures:
1. Place the track at the point where the green car made it through the loop.
2. Run the green car to make sure it makes it through the loop. 
3. Adjust the height of the incline if necessary so that the green cam makes it through the loop.
4. Tape the black car to the green car.
5. Run the two cars down the incline.
6. Note the result.
7. Run 5 trials.
 
Data:
Group 1 Did the car make it through the loop? Group 2 Did the car make it through the loop? Group 3 Did the car make it through the loop?
Trial Yes/No Trial Yes/No Trial Yes/No
1 No 1 No 1 No
2 No 2 No 2 No
3 No 3 No 3 No
4 No 4 No 4 No
5 No 5 No 5 No
           
Group 4 Did the car make it through the loop? Group 5 Did the car make it through the loop?    
Trial Yes/No Trial Yes/No    
1 No 1 No    
2 No 2 No    
3 No 3 No    
4 No 4 No    
5 No 5 No    
 
Conclusion: No set of black and green cars made it through the loop in any of our trials. This conclusively proves Newton's second law of motion.

Siphon Experiment Number 1

 

Question: How long does it take to drain 2 liters of water from an ice cream tub?

 

Hypothesis: I think it will take (students inserted their hypotheses here) to drain the tub. Note: Students based their hypotheses on our practice sessions.

 

Materials: Two identical ice cream tubs, a drain tube (¼” inside diameter), 2 liters of water, 15 drops of food color (so the water in the primed tube is visible), a stopwatch, a chair, and a table.

 

Procedures:

 

  1. Fill 1 tub with 2 liters of water.
  2. Add 15 drops of food color.

  3. Place the full tub on a chair which is on a table.

  4. Place the empty tub on the table near the chair.

  5. Prime the tube by submerging it in the colored water. Be sure the tube is completely full.

  6. Place your thumb over one end of the tube.

  7. One person holds the other end of the tube in the water.

  8. On the signal, release your thumb and allow the water to run into the empty tub.

  9. Make sure the draining end stays as low as possible.

  10. Make sure the other end stays in the water. Tip the bin to make sure all the water gets drained out.

  11. Another team member should watch the timer.

  12. When all the water has drained announce it to the time watcher.

  13. The time watcher will note the exact time.

  14. Repeat this experiment 5 times.

 
Data: (Preliminary)
Group Number Trial 1 in seconds Trial 2 in seconds Trial 3 in seconds Trial 4 in seconds Trial 5 in seconds
1 126 120      
2 148 157      
3 150 No Data      
4 120 142      
5 167 146      
Average 142 141 #DIV/0! #DIV/0! #DIV/0!
      Grand Average #DIV/0!
 
Group Number Trial 1 in seconds Trial 2 in seconds Trial 3 in seconds Trial 4 in seconds Trial 5 in seconds
1 126 120 117 114  
2 148 157 159 152  
3 150 No Data 115 110  
4 120 142 116 129  
5 167 146 156 127  
Average 142 141 133 126 #DIV/0!
      Grand Average #DIV/0!
Final
Group Number Trial 1 in seconds Trial 2 in seconds Trial 3 in seconds Trial 4 in seconds Trial 5 in seconds
1 126 120 117 143 143
2 148 157 159 149 138
3 150 No Data 115 129 135
4 120 142 116 153 132
5 167 146 156 189 142
Average 142 141 133 153 138
      Grand Average 141
          2 minutes 21 seconds
Analysis:
  • We noticed that our average time was dropping significantly. We brainstormed possible reasons for this and decided that perhaps our tubs no longer had 2 liters of water. We measured and found this to be true. So we threw out the suspect data and did those trials again.

  • We still have outlying data but the overall dataset is robust.

 
Conclusion(s)

It took an average of 141 seconds or 2 minutes 21 seconds to drain the tubs.

 

Question: How does the length of the tube affect how long it takes to drain a tub of water?
 
Hypothesis: I think it will take a (shorter, the same, longer - students picked one option) time for the shorter tube to drain the tub.
 
Materials: Same as experiment 1 plus a short tube.
 
Procedures: Same as experiment 1 plus 1 group at a time will use the shorter tube instead of the normal tube.
 
Data:
Group Number Trial 1 in seconds Trial 2 in seconds Trial 3 in seconds Trial 4 in seconds Trial 5 in seconds  
1 355 143 139 128 134  
2 163 195 146 142 137  
3 135 132 148 120 119  
4 144 158 135 194 144  
5 170 155 186 151 221  
Average 193 157 151 147 151 223
      Grand Average 160 3 minutes 43 seconds
          2 minutes 40 seconds  
 
Analysis:

It took 3 minutes and 43 seconds on average to drain the tub with the short tube. It took 2 minutes and 21 seconds on average to drain the tub using the long tube.

Conclusion:

It took 1 minute and 22 seconds longer for the short tube to drain the tub. A long tube works better.

Question: How does the diameter of the tube affect how long it takes to drain a tub of water?
 
Hypothesis: I think it will take a (shorter, the same, longer - students picked one option) time for the larger tube to drain the tub.
 
Materials: Same as experiment 1 plus a tube with a 5/8 inch inside diameter rather than 1/4 inch inside diameter.
 
Procedures: Same as experiment 1 plus 1 group at a time will use the larger tube instead of the normal tube.
 
Data:
Trial 1 in seconds Trial 2 in seconds Trial 3 in seconds Trial 4 in seconds Trial 5 in seconds  
32 161 159 152 144  
120 26 119 131 109  
125 128 27 No Data 128  
134 130 144 30 128  
159 119 123 123 25  
114 113 114 109 107 28 seconds
    Grand Average 111  
        1 minute 51 seconds  
 
Analysis: 

It took 28 seconds on average to drain the tub with the large diameter tube. It took 2 minutes and 21 seconds on average to drain the tub using the original tube.

 
Conclusion:

It took roughly 1/5 the time for the larger tube to drain the tub. A larger tube works better.

 

Further Notes:

We tried a ¾ inch inside diameter tube. It took 13 seconds to drain the tub.

 

We also tried a 1 inch inside diameter tube. It took 3 seconds to drain the tub.

 
Congratulations to Zaniel, our class's first Billionaire and the owner of the Billionaire's Club!
Richest in the Class  As of 05/06/24
Name Total
Zaniel 136,841,178,303
Jayli 108,532,670,412
Alexander 89,538,215,776
Vivian 83,067,370,055
Katherine 71,428,209,057
Hailie 60,556,469,854