Find the foci and endpoints of each axis for the given ellipse.x2 + 
= 1
A. Foci: (0 , ± 8); vertices: (0, ± 8);
endpoints of the minor axis: (± 8, 0)
B. Foci: (0, ± 3
); vertices: (0, ± 8);
endpoints of the minor axis: (± 1, 0)
C. Foci: (± 3
, 0); vertices: (± 8, 0);
endpoints of the minor axis: (0, ± 2)
D. Foci: (0, ± 
); vertices: (0, ± 12);
endpoints of the minor axis: (± 1, 0)
Answer: B
You might also like to view...
Find the limit, if it exists.
A. ±11 B. 121 C. 11 D. Does not exist
Translate the problem to a system of equations, then solve using Cramer's Rule.During the 2001-2002 Little League season, the Tigers played 62 games. They won 18 more games than they lost. How many games did they lose that season?
A. 40 games B. 20 games C. 25 games D. 22 games
Solve the problem.During the first four months of the year, Jack earned 
and 
If Jack must have an average salary of at least 
in order to earn retirement benefits, what must Jack earn in the fifth month in order
to qualify for benefits? A. at most $960 B. at least $990 C. at most $998 D. at least $810
Use the change-of-base formula and a calculator to evaluate each logarithm.log2.8 284
A. 2.4533 B. 5.4865 C. 101.4286 D. 0.1823