Milliliters Of Water Lab Report

645 Words2 Pages

Albiona Bytyqi
Ms. Thorpe
English 8
12 February 2016
Introduction
A student was running an experiment. She laid out all her materials on a table. The materials she needed to complete this experiment was two containers, table salt, a tablespoon, tap water, and two fresh eggs. One of the containers was filled with 1 ½ milliliters of water and the other container was also filled with 1 ½ milliliters of water but 6 tablespoons of salt added to it. The container with salt was stirred until the salt has completely dissolved. Then one egg was placed in the container that had 1 ½ milliliters of water and the egg immediately sank to the bottom of the container. Then another egg was placed in the container with 1 ½ milliliters of water and 6 table …show more content…

Archimedes wanted to melt the gold material into a known volume and weigh it, thus determining the density. But the king would not allow this. So Archimedes thought about this for some time, until one day while bathing, he noticed the water level increased as he entered the tub, proportionally to his volume. This meant that he could put the difficult-to-measure crown in water, and instantly know the volume of the crown by measuring the displacement of water. At this point, Archimedes leapt up from the tub and ran through the streets shouting "Eureka! Eureka!" What Archimedes came up with was a relationship between the volume of a solid and the volume of a fluid, which directly relates through the density equation, to a relationship between the density of a solid and a fluid, and the mass of a solid and a fluid. He also determined that the buoyant force, the mass of an object out of the fluid minus the mass of the object in the fluid, is equal to the weight of liquid displaced by the object. Archimedes determined that by measuring the weight of the water increase when the wreath was submerged, he was actually measuring the buoyant force acting on the wreath. And from this, he could divide by the density of water, and find the volume of the crown.” (AUVSI

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