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    fvs 03.07

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    calculated above by the volume of the liquid.) Trial 1: The density of the liquid is going to be 11 grams divided by the 8.3 milliliters I got from the lab which means the density of the liquid is 1.325. Trial 2: In trial two i calculated the mass of the liquid alone was 10.5 grams this divided by the volume which is 8.5 will give me the density which is 1.235. Trial 3: In the last trial I got that the mass of only the liquid was 10.5 also so this divided by the volume of the liquid 8.5 will give

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    |   | Area of a Minor Segemnt ACBA : Area of a sector OACBO - Area of Triangle OAB = - r2sin(theta) |   | Area of a Major Segment BDAB : Area of a circle - Area of a minor segment ACBA =r2 - Area of minor segment ACBA | Surface Area and Volumes: Cuboid : If the length of a cuboid is l‚ breadth is b (sometimes we also use breadth as width ’w’) and the height is ’h’. The formula for the lateral surface area‚ total

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    CHM130 Lab 6

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    Tables Place your completed Data Tables here: Part IIIa  (3 points) Volume of water in graduated cylinder (mL)  10.00 mL Mass of rubber stopper (g)  11.37 g Volume of water and rubber stopper (mL)  16.50 mL Part IIIb  (6 points) Volume of water in graduated cylinder (mL)  20.00 mL Mass of iron nail (g)  3.45 g Volume of water and iron nail (mL)  20.50 mL Part IV  (20 points) Type of Aluminum Foil Mass (g) Length (cm) Width (cm) Volume (cm3) Thickness (cm) Regular  0.67 g  15.03 cm  10.02 cm  1.81 cm3

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    Density Lab

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    techniques for measuring volume. 2. To use the intensive property of density to identify an unknown substance. Procedure: 1. Obtain a bag marked with a number containing a cube and a cylinder from the teacher. Record the number on the bag in the data table. Density of a cube: Using a balance‚ record the mass of the cube to the nearest tenth of a gram. Then measure the length‚ width and height of the cube to the nearest hundredth of a cm. Last‚ calculate the volume of a cube using the formula

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    its mass divided by a unit volume ρ=M/V where ρ=density M=mass V=volume In the SI system the base unit for density is kg/m^3‚ whereas in the American engineering system density is commonly expressed as (lb_M)/(ft^3 ) (lb_M=pounds(mass)). Density of water SI system: 1 x 103kg/m3 = 1 g/cm3 American engineering system: 62.4 lbM/ft3. Concentration derived dimension and is usually expressed gravimetrically as the mass of a material A in a unit volume consisting of a material A

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    Density

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    purpose of this experiment is to find out the density of the unknown solid object by determining the mass and the volume through the experiment. To do this we will be get the mass of the object and determine the volume of the object by placing it into a liquid. Then we will divide mass by volume and get its density. Materials 3 buckets filled with water Water A bucket to measure volume A stool Measuring scale to measure weight Notebook Procedure 1. Find the weight of the student and then

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    Density of Sprite

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    (ó= 0.007 g/mL). Density was found to be intensive property. The slope of the graph of mass against volume was 1.05 g/mL‚ with the best linear fit for the data. Introduction: In chemistry‚ accuracy and precision are very important. Accuracy is the degree of conformity of a literature value and precision is a degree to which further calculated values show similar result. In this lab‚ the volume of the solution (diet or regular) is measured using the Pipette‚ Burette‚ and Graduated Cylinder respectively

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    Methods

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    again. On the other hand‚ a 30ml of water was added to 100ml graduated cylinder‚ the pebbles were added to the container and the final volume was determined. A triple beam balance was used to determine the masses of all the samples. To get the mass of the sample‚ the mass of the container was subtracted to the mass the container with the sample. In determining the volume‚ four techniques can be used – measuring through graduated cylinder (direct measurement)‚ measuring the length‚ width and height‚ measuring

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    pennies has a diameter of 6 inches and a height of 11.5 inches‚ how many pennies can fit inside the jar? You must show all work to receive credit. So first I want to fine what the volume of the jar is so I am going to use or Cubed inches Now we know how much space we have inside the jar. Now we have to find the volume of the pennies. Now you will divide 325 by .33 and we find that there is a total of 985 pennies in the jar. Challenge #2 — Tennis Trouble: Now it’s time to move on to the

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    liquids of density how change effect of temperature‚ pressure‚ mass‚ volume and concentration. For this reason we will take NaCI solutions with different concentrations and we will measure their densities‚ so we will find out the effects of concentration on density of solutions. THEORY: Density is a physical property obtained by dividing the mass of a material or object by its volume (i.e.‚ mass per unit volume). Here is an old riddle:” What weighs more‚ a ton of bricks or

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