The horizontal distance was measured 10 times by using two types of total stations characterized by a different accuracy
Posted: Mon May 09, 2022 11:59 am
The horizontal distance was measured 10 times by using two
types of total stations characterized by a different
accuracy.
The following readings of the distance were taken:
325.07 m (SD = ±2 cm), 325.02 m (SD = ±2 cm), 325.11 m (SD = ±2
cm), 325.08 m (SD = ±2 cm), 325.06 m (SD = ±1.5 cm),
325.05 m (SD = ±1.5 cm), 325.09 m (SD = ±1.5 cm), 325.08 m (SD =
±1.5 cm), 325.07 m (SD = ±1.5 cm), 325.08 m (SD = ±1.5 cm).
The values in brackets provide the standard deviation (SD) of
each measurement.
Compute the most probable value of the horizontal distance and
its standard deviation.
The result is?
types of total stations characterized by a different
accuracy.
The following readings of the distance were taken:
325.07 m (SD = ±2 cm), 325.02 m (SD = ±2 cm), 325.11 m (SD = ±2
cm), 325.08 m (SD = ±2 cm), 325.06 m (SD = ±1.5 cm),
325.05 m (SD = ±1.5 cm), 325.09 m (SD = ±1.5 cm), 325.08 m (SD =
±1.5 cm), 325.07 m (SD = ±1.5 cm), 325.08 m (SD = ±1.5 cm).
The values in brackets provide the standard deviation (SD) of
each measurement.
Compute the most probable value of the horizontal distance and
its standard deviation.
The result is?