At the national spitting competition, contestants were lined up on top of a tall building. The winning projectile was projected off the top of the building in a trajectory defined by the following equation where the height (h) is in metres above the ground and time (t) is in seconds since the projectile was launched. 4. h=-4.9t² +29.4t+37.9 Show all work when answering the following (no guess and check allowed): a) If the mouth of the person who launched the winning projectile was 1.6 metres above the roof of the building, how tall was the building? Y intercept Giraph b) To the nearest tenth of a second, how long was the projectile in the air before it hit the ground? (Nearest tenth of a second = one decimal place) 80 c) To the nearest tenth of a second, determine how long the projectile was at or above 80m in height. raph x values 20 ared 2 x values

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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At the national spitting competition, contestants were lined up on top of a tall building.
The winning projectile was projected off the top of the building in a trajectory defined by the
following equation where the height (h) is in metres above the ground and time (t) is in seconds
since the projectile was launched.
4.
h=-4.9t2 +29.4t+37.9
Show all work when answering the following (no quess and check allowed):
a) If the mouth of the person who launched the winning projectile was 1.6 metres above the
roof of the building, how tall was the building? Y intercept Graph
b) To the nearest tenth of a second, how long was the projectile in the air before it hit the
ground? (Nearest tenth of a second = one decimal place) 80
c) To the nearest tenth of a second, determine how long the projectile was at or above 80m in
height. raph x values
20 ared 2x values
Transcribed Image Text:At the national spitting competition, contestants were lined up on top of a tall building. The winning projectile was projected off the top of the building in a trajectory defined by the following equation where the height (h) is in metres above the ground and time (t) is in seconds since the projectile was launched. 4. h=-4.9t2 +29.4t+37.9 Show all work when answering the following (no quess and check allowed): a) If the mouth of the person who launched the winning projectile was 1.6 metres above the roof of the building, how tall was the building? Y intercept Graph b) To the nearest tenth of a second, how long was the projectile in the air before it hit the ground? (Nearest tenth of a second = one decimal place) 80 c) To the nearest tenth of a second, determine how long the projectile was at or above 80m in height. raph x values 20 ared 2x values
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