Volume and Mass. Hypothesis: Two unidentified wooden blocks of approximately the same size will not have the exact mass.

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Lab 1 – Volume and Mass

Hypothesis:

Two unidentified wooden blocks of approximately the same size will not have the exact mass. There are many reasons that this theory may be true are, the wooden blocks may be made of different types of woods and the density of each substance is different. For example, the average density of Balsa is  7 - 9 lb/ft3 compared to Ebony which has an average density of 69 - 83 lb/ft3. Aspen`s average density is 57 lb/ft3 whereas a wood known for one of the hardest and heaviest woods is Lignum vitae an average density of 73 – 83 lb/ft3. These data were referenced from  and . In addition, another piece of information was found from this source that relates to this theory. If the wooden blocks are made from teak, there are three types of teaks to keep in mind. There is Teak Indian, an average density of 41 - 55 lb/ft3, teak African an average density of 61 lb/ft3 and teak Burma an average density of 45 lb/ft3. Not only do two blocks made of different types of wood have different densities substances, but two blocks made of the same type of wood may also have different densities. For example, Ash, white’s average density ranges from 40 – 53 lb/ft3, instead of having the exact average. Hickory average density ranges from 37 - 58 lb/ft3, and Spruce average density ranges from 25 – 45 lb/ft3. Another example that may affect the masses of the blocks is how the blocks were made. The wooden blocks may have a hollow center or they may have a screw hidden inside.

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Apparatus:

  • Wooden blocks of various sizes
  • Ruler that measures to the nearest 0.05 cm
  • Scale that measures to the nearest 0.01 g (Dial-o-gram)

Method:

  1. Obtain two sample wooden blocks of approximately the                         same size.
  2. Measure the length, width and height of each block using a                 ruler that measures to the nearest 0.05 cm. Record                                 results.
  3. Repeat step four, two times.
  4. Calculate the average of each dimension for each block.                         Record results.
  5. Using the ...

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