Check Formula Resolution For Free

Calculate the fraction of the 5V input range that is used by the sensor. Then multiply this value by the number of steps used by the AD board on the interface. Next, take the sensor range and divide it by the number of steps you have available at the full scale range. This is the resolution of the sensor.

Equation (1) indicates that the resolution is the difference between peak retention times divided by the average peak width. In a peak with Gaussian distribution, the peak width is W = 4 03c3 (where 03c3 is the standard deviation) and the peak FWHM is W0. 5h = 2.35403c3.

Error resolution is the formal process followed by banks in response to errors reported by customers. Banks are required to investigate the error within a limited period of time, and they may also need to reimburse the customer for any affected funds while the investigation takes place.

Using an industrial application example, a digital pressure gauge with a display range of 50.00 psi has a resolution of 0.01 psi (i.e., two decimal places). That's 1 count out of 5000 equal parts (or 5000 digital counts, but that is a blog for another day).

A telescope's focal length divided by its aperture is called its focal ratio, which is conventionally written as f/ followed by a number. For instance, a 6-inch f/8 telescope has an aperture of 6 inches and a focal ratio of f/8. That means that its focal length is 6×8 = 48 inches, or roughly 1,200 mm.

The accuracy of pressure gauges is determined under very specific environmental conditions: a temperature of 73.4°F (23A°C) and barometric pressure of 29.92 in Hg (1013 mbar). Conditions other than these can effect gauge accuracy. Accuracy can be expressed as percent of span or percent of indicated reading.

In order to calculate this resolution you just use the same formula you would use for the area of any rectangle; multiply the length by the height. For example, if you have a photo that has 4,500 pixels on the horizontal side, and 3,000 on the vertical size it gives you a total of 13,500,000.