A roller coaster at a theme park takes fans On an exciting ride. In the first 20 seconds, it carries its passengers up a 30 m hill, Plunges them down 30 meters, and takes them back up a 15 meter rise. How much higher or lower from the start of the ride are they after these 20 seconds?
ROLLER COASTERS The latest thrill ride at a popular theme park takes roller coaster fans on an exciting ride. In the first 20 seconds, it carries its passengers up a 100-meter hill, plunges them down 72 meters, and quickly takes them back up a 48-meter rise. How much higher or lower from the start of the ride are they after these 20 seconds? whattt is it
To determine how much higher or lower the passengers are from the start of the ride after these 20 seconds, we need to calculate the net change in height.
First, let's break down the ride into its individual segments:
1. The roller coaster carries the passengers up a 30 m hill. This means they gain a height of 30 meters.
2. The roller coaster then plunges down 30 meters. This results in a decrease in height of 30 meters.
3. Finally, the roller coaster takes them back up a 15 meter rise. This means they gain an additional height of 15 meters.
To find the net change in height, we need to sum up the individual changes:
30 meters (gain) - 30 meters (drop) + 15 meters (gain) = 15 meters.
Therefore, after these 20 seconds, the passengers are 15 meters higher from the start of the ride.