Record your data either in the space below or in your tab notebook.
Circular Top of the Syringe
Diameter
(cm)
Radius, r (cm)
(Divide the diameter by 2)
Area, ² (cm²)
(π 3.14159)
Mass on Syringe
(kg)
Pressure, P
(kg/cm²
Volume, V
(mL)
P-V
No Book or Weight
0
1.03
50.0
51.5
Book Only
Book+1 kg of Weight
Book + 2 kg of Weight
Book + 3 kg of Weight
Book + 4 kg of Weight
*Calculate the pressure using the formula P = 1.03 + Mass on Syringe Area of Top of Syringe. This
formula adds the pressure from the
weight to the atmospheric pressure, 1.03 kg/cm2.
Graph: Enter all six (P, V) pairs into a regression calculator so that you can compute the power
regression equation VaPn
. (The x-variable is pressure, P, and the y-variable is volume, V.) How close
is the power, n, to the value -1, predicted
by Boyle's law?
