What is the distance in parsecs to a star with a parallax angle of 0.1 arcseconds?
Answer
10 parsecs
Using the formula $d ( ext{parsecs}) = 1 / \pi ( ext{arcseconds})$, the calculation is $1 / 0.1$, which equals 10 parsecs.
Related Questions
What relationship exists between an object's distance and its apparent shift due to parallax?What mechanism allows human eyes to naturally judge depth using parallax?What provides the necessary baseline for calculating the distance to nearby stars using trigonometric parallax?If the parallax angle ($\pi$) of a star is measured in arcseconds, the resulting distance ($d$) is defined in what unit?What is the distance in parsecs to a star with a parallax angle of 0.1 arcseconds?How is the concept of parallax utilized in web design to simulate depth?What specific baseline distance defines one parsec?In Augmented Reality (AR), what causes a virtual object to appear 'stuck' to the screen rather than properly residing in real space?Which astronomical variation of parallax uses the Earth's rotation over a few hours to measure distance?What does Observational Parallax specifically measure?