Two-point calibration: what parameters are derived?

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Multiple Choice

Two-point calibration: what parameters are derived?

Explanation:
Two-point calibration yields a straight-line relationship between the input (the quantity you’re measuring) and the output (the signal you read). From two known reference points, you determine the line y = m x + b, where m is the slope (gain) and b is the intercept (offset). The slope tells you how much the output changes per unit of input, and the intercept tells you what the output would be when the input is zero. With these two parameters, you can convert any measured output to its corresponding input. Zero and span describe the endpoints of that same line in a different way, but the two direct parameters you derive are slope and intercept.

Two-point calibration yields a straight-line relationship between the input (the quantity you’re measuring) and the output (the signal you read). From two known reference points, you determine the line y = m x + b, where m is the slope (gain) and b is the intercept (offset). The slope tells you how much the output changes per unit of input, and the intercept tells you what the output would be when the input is zero. With these two parameters, you can convert any measured output to its corresponding input. Zero and span describe the endpoints of that same line in a different way, but the two direct parameters you derive are slope and intercept.

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