Infinite Geometric Series Word Problems

If you deposit $1000 into an account at t=0 and an additional $1000 at the end of each year for the next 30 years, how much will your account be worth after 30 years if interest is 10% each year?
infinite geometric series word problem, infinite series word problems, geometric series word problems, infinite geometric series word problems

A tennis ball dropped from a height of 30 feet bounces 40 percent of the height from which it fell on each bounce. What is the verticle distance if it travels before coming to a rest?
geometric series bouncing ball problem, Infinite Geometric Problems, problems on infinite geometric series, infinite series application problem

the general term of an infinite geometric series is 12(2/3)n1 determine the sum of the series
problems on sum of an infinite series, infinite series story problem, word problem for infinite series, geometric series problems

In a particular lake the intensity of light is reduced by 3% for each metre that a diver descends below the surface of the water. How far below the surface is the intensity only 5% of that at the surface (answer to nearest metre)
geometric series word problem, geometric series problems and solutions, application problems for geometric series, word problem for geometric series

A ball drops from a height of 10 ft bounces back 9/10 of that distance. With each successive bounce, the ball continues to reach 9/10 of its previous height. What is the total vertical distance (both up and down) traveled by the ball when it stops bouncing?
word problems related to arithmetic and geometric series, story problem sum of infinite, geometric sequence application problems

A ball is thrown downward so that it bounces up to a height of 30 feet. After each successive bounce, the ball rises to 3/5 of its previous height.