QUESTION IMAGE
Question
unit 1 - matter
objectives
- define mass.
define volume.
give appropriate units for each.
- demonstrate that you can use a multiple beam balance to determine the mass of various objects. record the value of an objects mass in a manner consistent with the limit of precision of the balance.
- represent class data using a histogram; use the histogram to interpret trends in the data. sketch a sample at right.
- develop, from experimental evidence, the law of conservation of system mass.
- relate the volume of a container (in cm³) to the volume of liquid it contains (in ml).
- recognize that instruments have a limit to their precision; relate the data recorded to the quality of the measurement.
Brief Explanations
- Mass is the amount of matter in an object. Common units include grams (g) and kilograms (kg). Volume is the amount of space an object occupies. Units include cubic - meters (m³), cubic - centimeters (cm³), and liters (L).
- A multiple - beam balance is used to measure mass. Read the values on its beams accurately according to its precision.
- To create a histogram, group the class data into intervals, count the frequency of data points in each interval, and plot bars. Analyze trends like peaks, valleys, and symmetry.
- The law of conservation of system mass states that in a closed system, the total mass remains constant. This can be derived from experiments where the initial and final masses of substances in a reaction or process are measured.
- 1 cm³ is equal to 1 mL. So the volume of a container in cm³ is numerically the same as the volume of the liquid it contains in mL.
- Instruments have a limit to how precisely they can measure. The precision of an instrument affects the quality of the data recorded. For example, a more precise instrument gives more reliable data.
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- Mass: Amount of matter, units: g, kg. Volume: Amount of space, units: m³, cm³, L.
- Use multiple - beam balance, read values precisely.
- Group data, count frequencies, plot bars, analyze trends.
- In a closed system, total mass is constant (derived from experiments).
- 1 cm³ = 1 mL.
- Instruments have precision limits, precision affects data quality.