#$&*
course PHY 202
2/12 10:20pm Sorry about not submitting the volumes of the dominos. I did them at the time of the submitted work but must have forgot to slide them in there.
`q001. Include a copy of your data for the domino measurements, including your estimated uncertainty: ****
The 1st set of data is the measurements of the domino with the paper ruler.
Length (cm) Thickness (cm) Width (cm)
Domino A 13 3 7
Domino B 13.5 3 7
Domino C 13.5 3.4 7
Domino D 13.5 3.5 7
Domino E 13.5 3.4 7
Domino F 13.5 3 7
The 2nd set of data represents the dominoes measured with the meter stick
Length (cm) Thickness (cm) Width (cm)
Domino A 5 0.8 2.5
Domino B 5.2 1 2.6
Domino C 5.1 1 2.5
Domino D 5 1 2.5
Domino E 5.2 1 2.6
Domino F 5.1 0.8 2.5
I think my measurements are accurate within 1 or 2mm. When I measured the dominoes I looked from above onto the meter stick or the paper ruler to get a straight on view of what I was looking at.
#$&*
Based on your data, calculate the volume of each domino in cm^3, and in (cm_reduced)^3, where cm_reduced is the measurement made with your paper ruler.
****
When measured with the paper ruler, the volume is as follows:
Domino A= 273 cm_reduced3
Domino B= 283.5 cm_reduced3
Domino C= 321.3 cm_reduced3
Domino D= 330.75 cm_reduced3
Domino E= 321.3 cm_reduced3
Domino F= 283.5 cm_reduced3
When measured with the meter stick, the volume is as follows:
Domino A= 10 cm3
Domino B= 13.5 cm3
Domino C= 13 cm3
Domino D= 12.5 cm3
Domino E= 13.5 cm3
Domino F= 10.2 cm3
"
@&
Good.
It's worth noting that the order of the volumes, from least to greatest, is a bit different for your two measuring devices.
That's not unexpected, given the percent errors involved.
*@
#$&*
course PHY 202
2/12 10:20pm Sorry about not submitting the volumes of the dominos. I did them at the time of the submitted work but must have forgot to slide them in there.
`q001. Include a copy of your data for the domino measurements, including your estimated uncertainty: ****
The 1st set of data is the measurements of the domino with the paper ruler.
Length (cm) Thickness (cm) Width (cm)
Domino A 13 3 7
Domino B 13.5 3 7
Domino C 13.5 3.4 7
Domino D 13.5 3.5 7
Domino E 13.5 3.4 7
Domino F 13.5 3 7
The 2nd set of data represents the dominoes measured with the meter stick
Length (cm) Thickness (cm) Width (cm)
Domino A 5 0.8 2.5
Domino B 5.2 1 2.6
Domino C 5.1 1 2.5
Domino D 5 1 2.5
Domino E 5.2 1 2.6
Domino F 5.1 0.8 2.5
I think my measurements are accurate within 1 or 2mm. When I measured the dominoes I looked from above onto the meter stick or the paper ruler to get a straight on view of what I was looking at.
#$&*
Based on your data, calculate the volume of each domino in cm^3, and in (cm_reduced)^3, where cm_reduced is the measurement made with your paper ruler.
****
When measured with the paper ruler, the volume is as follows:
Domino A= 273 cm_reduced3
Domino B= 283.5 cm_reduced3
Domino C= 321.3 cm_reduced3
Domino D= 330.75 cm_reduced3
Domino E= 321.3 cm_reduced3
Domino F= 283.5 cm_reduced3
When measured with the meter stick, the volume is as follows:
Domino A= 10 cm3
Domino B= 13.5 cm3
Domino C= 13 cm3
Domino D= 12.5 cm3
Domino E= 13.5 cm3
Domino F= 10.2 cm3