Volume Three

Volume of the Rocket Boosters Length: 45.46 m Diameter: 3.70 m 311.174π meters3 is the approximate volume of both the Rocket Boosters   Volume of the External Tank Length: 46.9 m Diameter: 8.4 m Length without cone 44m 793.212π meters3 is the approximate volume of the External Tank   Volume of the Orbiter Diameter: 6.91m Length: 32.85m 392.131π meters3 is the approximate volume of the Orbiter Solids

difference between softwoods and hardwoods, and how density and strength are related. In this lab, we utilized 10 different samples of wood blocks. By measuring each sample’s Volume (Length x Width x Height) and mass, we were able to determine each sample’s density (Mass + Volume). The chart below describes our findings. Sample Volume (〖cm〗^3) Mass (g) Density O 18.93 16.04 34.97 2 11.40 15.26 26.66 27 13.44 13.13 26.57 19 10.47 9.59 20.06 25 11.91 10.88

String used (4.2mm metal Elixir) The equation for the frequency of a string f=1/2L*√(T/μ), also shows that linear density μ affects the frequency of the string. If different strings were used, the frequency will also change because of the different materials and construction changing the linear density Use the same string for all trials and all variations of the independent variable. Temperature of room When the temperature of a material increases, the material expands. If the string expands and

change in acceleration) and the volume (how much space it takes up). To calculate density the formula used is, F = m/v. Mass is measured in g, volume is measured in mL, and density is measured in cm³. The hypothesis, “If the density of a small amount of a substance is compared to the density of a large amount of the same substance then they densities will be the same because the ratio between mass and volume remains the same,” was proven true as when mass is increased, volume increased as well at the same

using the volume and mass of an object can be used to the calculate density, and how the density can help you to identify what substance the object is made of. We began the lab by obtaining object C and recorded the physical properties of the substance. Next, the object was placed onto a scale to determine the mass in grams (56.56g). We used a ruler to measure the radius of the base (.6cm) and the height (5cm) of the cylinder-shaped substance. We plugged these measurements into the volume formula for

from working on their own, a ventilator is a life-saving replacement. The volume of oxygen in the cylinder is depressed down and the pressure increases moving the oxygen through the tubes into the patient. The plethysmography technique applies to Boyle’s law and uses measurements of volume and pressure changes to determine lung volume, assuming the temperature is constant. The plethysmography technique measures the volume of all compressible gas in the thorax, including gas trapped behind airway

household chores etc. Though, it is not advisable to drink rainwater, it can still be used for cooking after being boiled or cleansed. This report will include investigating several things such as the sizes of the tanks required for a certain volume of water, the volume of water that should be used during different times of the year and so on. Through this task, common questions like- What is the capacity of rainfall that my roof can catch? How often does rainfall occur? / What is the average rainfall

Purpose: The lab was performed for the purpose of calculating the density of each type of object and determining if calculating the volume, and therefore the density, of two cubes can be more effectively done with a ruler (through the direct method) or by water displacement. Materials: 1 Scale 1 Rock 2 Corks 2 Aluminum Cubes 4 Paper clips 2 Marbles 1 50 mL graduated cylinder 1 25 mL graduated cylinder 1 Calculator 1 Ruler Procedure: 1. Weigh and record the mass of each pair of objects (only use

Gummy Bear Lab 1. The volume of the gummy bear increased when we put it in water for twenty four hours. Originally, the volume of the bear was 1.75cm3. After the bear was in the water for twenty four hours, its volume increased to 10.5cm3. So, to find the change in volume, you subtract the new amount from the original. 10.5cm3-1.75cm3= 8.75cm3. The change in volume is 8.75cm3. 2. If we used water displacement to find the volume of the gummy bear instead of the formula (l*w*h) the results would

You asked the following question: “On a school project, a third-party inspector is saying that the flexible sprinkler hose cannot touch the ceiling grid. The flexible sprinkler hose is less than 5 ft long. Is there anything that states that the flexible sprinkler hose cannot touch the ceiling grid?” In response to your question we have reviewed NFPA 13, 2016 edition as the applicable standard. Our informal interpretation is that this is not an issue according to NFPA 13. The confusion may stem