Zane is a dangerous fellow who likes to go rock climbing in active volcanoes. One time, when he was 20 2020 meters below the edge of a volcano, he heard some rumbling, so he decided to climb up out of there as quickly as he could. He managed to climb up 4 44 meters each second and get out of the volcano safely. Graph the relationship between Zane's elevation relative to the edge of the volcano (in meters) and time (in seconds).
Answers
Given : Zane is a dangerous fellow who likes to go rock climbing in active volcanoes. 20 meters below the edge of a volcano managed to climb up 4 meters each second
To find : Graph the relationship between Zane's elevation relative to the edge of the volcano (in meters) and time (in seconds).
Solution:
Zane was 20 meters below the edge of a volcano
at t = 0 => E = - 20 m ( Zane's Elevation relative to the edge of the volcano )
Zane managed to climb up 4 meters each second
=> Distance traveled in t secs = 4t
Zane's Elevation relative to the edge of the volcano after t sec = - 20 + 4t
= > E = 4t - 20
t E
0 -20
1 -16
2 -12
3 -8
4 -4
5 0
Graph attached
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Answer:
Step-by-step explanation:
Zane's Elevation relative to the edge of the volcano after t sec = - 20 + 4t
= > E = 4t - 20
t E
0 -20
1 -16
2 -12
3 -8
4 -4
5 0