37) A main-sequence star’s luminosity can directly inform us of
A) the star’s distance from us.
B) the rate at which it converts hydrogen to helium.
C) the star’s radius.
D) the star’s surface temperature.
38) The apparent brightness of an object is calculated as: apparent brightness =
If one knew the luminosity and apparent brightness of a star that was too distant for a parallax
measurement, what would be the best approach to determining its distance?
A) Insert the values for luminosity and apparent brightness into the equation, then guess the
value for the distance that satisfies the equation.
B) Solve the equation for distance, then insert the values for luminosity and apparent brightness
into the new equation.
C) The distance cannot be determined.
39) If one knew the luminosity of a star and measured its apparent brightness, which expression
would one use to calculate the distance to the star?
A) distance =
B) distance =
C) distance =
D) distance = 4π × luminosity × apparent brightness
40) Star X has an apparent magnitude of 3, and star Y has an apparent magnitude of 8. How do
they compare in observed brightness?
A) Star X is 5 times brighter than star Y.
B) Star X is 100 times brighter than star Y.
C) Star Y is 5 times brighter than star X.
D) Star Y is 100 times brighter than star X.
41) Star X has an apparent magnitude of 3, and star Y has an apparent magnitude of 13. How do
they compare in observed brightness?
A) Star X is 10 times brighter than star Y.
B) Star X is 10,000 times brighter than star Y.
C) Star Y is 10 times brighter than star X.
D) Star Y is 10,000 times brighter than star X.