1. Combined uncertainty 15 points
A calibrated magnitude has zero-point uncertainty ±0.03 mag and instrumental uncertainty ±0.02 mag. Compute the combined uncertainty.
Assemble a defensible observing argument from the term’s measurements and their uncertainties.
A calibrated magnitude has zero-point uncertainty ±0.03 mag and instrumental uncertainty ±0.02 mag. Compute the combined uncertainty.
A draft report states "we present a definitive detection" for a source measured at SNR = 4.2. Critique this claim using the SNR-classification rule from Lecture 4, and propose more accurate wording.
Sort the following three sentences into Methods, Results, or Limitations: (a) "Bias and dark frames were taken at the start and end of the night." (b) "The comparison star’s stability was verified only for this single night." (c) "The target’s calibrated magnitude is 14.02 ± 0.04."
Using the combined uncertainty from Problem 1 and the magnitude m = 14.02, write one complete, defensible result sentence for a technical observing report, including the measurement, its uncertainty, and one explicitly stated limitation.
Submit a clear solution with equations, units, labeled quantities, and a short narrative interpretation for each problem. Show every reduction step and state your assumptions explicitly; a correct final number without visible work receives partial credit at most.
Verify against OpenStax Astronomy 2e Chapter 1.3 (scientific reasoning and communication) before instructional release.
materials/ASTR210/data/ where referenced above.