p1g7+mp1



We are the Q-Town Clan and we are all out Phillies fans!!! The best pizza in the world is a warm cheese pizza with sausage. Question: Does the damage to the nose, of the paper airplane, affect how far it will fly? Hypothesis: The more damage to the nose of the plane **will** affect how far it flies. The more damaged the less distance, the less damage the more distance. Independent Variable: The damage to the nose of each plane. Dependent Variable: The distance that it flies. Constants: Person throughing it, wing spand, area of room, design of airplane. Procedure Diagram: []
 * || **Trial 1** || **Trial 2** || **Trial 3** || **Average** ||
 * **No damage to nose** || 960 cm || 1260 cm || 1300 cm || 1173.333 cm ||
 * **Mild damage to nose** || 635 cm || 663 cm || 721 cm || 673 cm ||
 * **Heavy damage to nose** || 361cm || 477 cm || 294 cm || 377.333 cm ||

= Summary = = As a group, we have concluded that the more damage to the nose that the paper airplane experiences, the less distance it will travel. After a whole 55 minutes, we found that the lighter force used to throw the plane allowed it to travel its maximum distance even with heavy damage to the nose of the airplane. Our plane that had the no damage to the nose, obviously, flew the farthest at a stunning 1,733.333 cm!!! = == Question:Does the mass of an object affect its volume? Hypothesis: We believe the mass of an object WILL NOT affect the objects volume. Independent: Variable:Mass(g) Dependent Variable: Volume(cm3) Constants: None Procedure Diagram or Digital Picture:
 * Object || Mass(g) || Volume(cm3) ||
 * Aluminum Prism || 23 +/- .5 || 8 +/- .5 ||
 * Nylon Prism || 23.8 +/- .5 || 20.4 +/- .5 ||
 * Plastic Screw || 10.6 +/- .5 || 9.7 +/- .5 ||
 * Copper Cylinder || 56.3 +/- .5 || 6.5 +/- .5 ||
 * Nylon Spacer || 6.7 +/- .5 || 5.5 +/- .5 ||



= = = = = = = Summary = =Well first of all, the mass of an object DOES NOT affect its volume. We concluded this because, looking at our graph, it tells us that since the volume is scattered, our hypothesis was infact correct, an objects mass does not depend on its volume. This experiment could have been more accurate if we had constants. For example, if we kept the material the objects were made of the experiment could have changed the outcomes to be more accurate.=

= Question: Does the mass of the clay affect its volume? =
 * Hypothesis: Yes because the properties inside the object are staying the same. While the volume is changing. **
 * Independent Variable: Mass (g) **
 * Dependent Variable: Volume (cm3) **
 * Constants: Material of the objects we are measuring(clay). **
 * Procedure Diagram or Digital Picture: **


 * Clay Size || Mass(g) || Volume(cm3) || Density g/cm3 ||
 * Small || 4.1 || 3 || 1.366666 ||
 * Medium || 8.8 || 5 || 1.760000 ||
 * Large || 21.9 || 11 || 1.990909 ||

== = Summary = = After examining our graph, our group can definitely conclude, after revising the experiment, that the mass of the object DOES affect its volume. How are graph tells us this is, after comparing results from both graphs, the lab with no constants had no corelation menaing nothing was affected by either variable. However, in the revised trial, there is a positive correlation, meaning that the dependent variable (volume) is depending on the independent one(mass). =

= Research = = The force that allows a boat to float is buoyant force, other wise known as buoyancy. What needs to happen to allow the buoyant force to workis teh the density of the boat determines wether or not the buoyancy can lift it. Even if the buoyant force works with the density of the boat floating, if the boat is more dense than the water the boat will sink. How are the heavier boats are less dense than water you may be asking yourself? Despite the enormous size of some ships, they are basiclly metal shells filled with air, which makes sense that they would float because air is less dense than water. Floating a boat on water is possible on this Earth because of displacment. The shape of our clay baot will mimic the design of a boat so that it will successfully float in a tub of water. So contridicting it, the heavier that our boat is the less it will be likely float in our mimi ocean. = [] []

Question: Will an ovular boat folat better than a rectangular one?

Hypothesis: We think that an ovular boat will float better than a cubical one.

Independent Variable: Shape of the boat.

Dependent Variable: Amount of water the boats displace.

Constants: Material of boats (clay) and amount of water.

Procedure Diagram or Digital Picture



Question: How does the density of 5 marbles compare to the density of 1 marble?


 * Mass of cup (g) || Mass of 5 marbles (g) || Mass of 1 marble (g) || Volume of water (mL) || Volume of 5 marbles (mL) || Volume of 1 marble (mL) || Density of 5 marbles g/cm3 || Density of 1 marble g/cm3 ||
 * 2.85 || 25.05 || 5.01 || 50.00 || 9.99 || 1.998 || 2.51 || 2.51 ||

Summary: We found out that the density of 5 marbles DOES NOT compare to the density of 1 marble. They have the SAME denity! This is because they are made from the same material causing them to be able to weigh more or less and still maintain the same density all because it is made from the same material.

Question: What will happen to the temperature as a thermometer is fanned? What about when dipped in different liquids?

Hypothesis: We believe that the temperature WILL stay the same because the paper fan is not strong enough to generate cold air it's only going to blow the room temperature air around. But Will cool off when fanned after being dipped in liquids.

Independent Variable: Speed of fan

Dependent Variable: Temperature change

Constants: Thermometer and fan and waving fan for 10 seconds.

Procedure Diagram or Digital Picture


 * || Trial 1 (°C) Starting Temperature is 24°C || Trial 2 (°C) Starting Temperature is 24°C || Trial 3 (°C) Starting Temperature is 24°C || Average Temperature (°C) ||
 * Slow Fanning || 24 || 24 || 24 || 24 ||
 * Medium Fanning || 24 || 24 || 24 || 24 ||
 * Vigorous Fanning || 24.1 || 24 || 24 || 24.03 ||


 * || Trial 1 (°C) Starting Temperature is 26°C || Trial 2 (°C) Starting Temperature is 26°C || Trial 3 (°C) Starting Temperature is 26°C || Average Temperature (°C) ||
 * Slow Fanning When Dipped in Alcohol. || 15.1 || 14.8 || 16.1 || 15.33 ||
 * Medium Fanning When Dipped I n Alcohol. || 14.2 || 14.1 || 14.9 || 14.40 ||
 * Vigorous Fanning When Dipped in Alcohol. || 15.7 || 15.1 || 14.5 || 15.10 ||


 * || Trial 1 (°C) Starting Temperature is 22°C || Trial 2 (°C) Starting Temperature is 22°C || Trial 3 (°C) Starting Temperature is 22°C || Average Temperature (°C) ||
 * Slow Fanning When Dipped in Water. || 19.8 || 19.6 || 19.4 || 19.600 ||
 * Medium Fanning When Dipped in Water. || 19.6 || 20.0 || 20.0 || 19.866 ||
 * Vigorous Fanning When Dipped in Water. || 20.4 || 19.7 || 18.2 || 19.433 ||