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Name: Date: Unit 1: Measuring the Earth 2 Lab HoursPeriod: Lab: Density of Substances Introduction: You often hear statements like lead is heavier than water, or gold is the heaviest material on earth.

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  1. Click ‘Get Form’ button to obtain the form and open it in the editor.
  2. Enter your name in the designated field labeled 'Name.' This should include your full legal name.
  3. Input the current date in the 'Date' field, using the format MM/DD/YYYY.
  4. Fill in the 'Period' section with your class period or time slot for the lab.
  5. In the 'Data Table A' section, follow the procedure to measure the mass of the graduated cylinder first, and enter the mass in the appropriate box.
  6. Measure 2 ml of alcohol using a pipette and record the mass of the graduated cylinder plus alcohol. Subtract the mass of the graduated cylinder to find the mass of the alcohol and record it.
  7. Use the formula for density (Density = Mass/Volume) to calculate the density of the alcohol, and record it in 'Data Table A.' Repeat this process for all samples of alcohol as specified.
  8. In 'Data Table B,' weigh each sample of aluminum and record their masses. Measure the volume for each sample and calculate the density, entering the data in the respective boxes.
  9. Construct line graphs for both the alcohol and aluminum samples based on the calculated density data and label each line appropriately.
  10. In the 'Analyzing the Graph' section, answer the questions based on your graph and recorded data, providing complete and clear sentences.
  11. Lastly, complete the discussion questions and the conclusion section, making sure to articulate your understanding of the concepts covered in the lab.
  12. Once you have filled in all required sections, save your changes, and utilize the options to download, print, or share the document as needed.

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'Centrifugal force' due to the spinning lowers your body weight by about 0.4 per cent at the equator relative to its weight at the poles. The Earth's spin also causes the planet to bulge, so that at the equator you're about 21km further from the Earth's centre of gravity and so weigh around 0.1 per cent less.

8:20 9:47 Weight at the North Pole and Equator - YouTube YouTube Start of suggested clip End of suggested clip Um it's just going to be mass times gravity. So your weight at the north pole is going to be 77MoreUm it's just going to be mass times gravity. So your weight at the north pole is going to be 77 times 9.81. And so you get 755.37 755.37 and therefore delta force not the uh.

If the Sun is positioned directly overhead or 90° from the horizon, the incoming insolation strikes the surface of the Earth at right angles and is most intense. If the Sun is 45° above the horizon, the incoming insolation strikes the Earth's surface at an angle.

7:49 9:50 When a body is moved from pole to equator, what will be the ... - YouTube YouTube Start of suggested clip End of suggested clip That is the percentage change in weight of the body when it is take a moved from pole to equator.MoreThat is the percentage change in weight of the body when it is take a moved from pole to equator. And is equal minus 0.346 minus 0.346 minus 0.346 percent hence when a body is moved from pole to

Polaris, the North star, rises higher and higher in the sky, till, at the North pole, it is directly overhead all the time. Note that at the Equator, the North star is barely visible as it lies at the horizon. In short, as we travel northward, the altitude (height in degrees, above the horizon) of Polaris increases.

An object weighs less at the equator than at the poles because The force of gravity is less at the equator than at the poles as equator is at less distance from the center of the earth in compare to poles.

Yes, you weigh less on the equator than at the North or South Pole, but the difference is small. Note that your body itself does not change. Rather it is the force of gravity and other forces that change as you approach the poles. These forces change right back when you return to your original latitude.

Remember that the altitude of Polaris is 0 degrees if you are observing from the equator (0 degrees latitude) and 90 degrees if you are observing from the north pole (latitude 90 degrees), and it is also true for intermediate latitudes.

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