4. The runway at the Piarco International airport has an equation of -3(x-2y) = 6. If the Priority Bus Route passes through the geometric coordinate (1,-9) and is perpendicular to the runway at the Piarco International airport. Determine the following: a. State two geometric coordinates which the runway at the Piarco International airport passes through. b. Derive the equation of the Priority Bus Route. [2 marks] [6 marks]
4. The runway at the Piarco International airport has an equation of -3(x-2y) = 6. If the Priority Bus Route passes through the geometric coordinate (1,-9) and is perpendicular to the runway at the Piarco International airport. Determine the following: a. State two geometric coordinates which the runway at the Piarco International airport passes through. b. Derive the equation of the Priority Bus Route. [2 marks] [6 marks]
Chapter11: Graphs
Section11.1: Use The Rectangular Coordinate System
Problem 11.16TI: Determine which ordered pairs are solutions to the given equation: 4x — y = 8 (a) (0,8) (b) (2,0)...
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![4. The runway at the Piarco International airport has an equation of -3(x-2y) = 6. If
the Priority Bus Route passes through the geometric coordinate (1,-9) and is
perpendicular to the runway at the Piarco International airport. Determine the
following:
a. State two geometric coordinates which the runway at the Piarco International
airport passes through.
b. Derive the equation of the Priority Bus Route.
[2 marks]
[6 marks]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F60bd24a8-882e-4a06-8a48-b2be06e3fc8b%2F162e40b8-4328-4245-acbc-d313d2c7397a%2Fud86m9_processed.jpeg&w=3840&q=75)
Transcribed Image Text:4. The runway at the Piarco International airport has an equation of -3(x-2y) = 6. If
the Priority Bus Route passes through the geometric coordinate (1,-9) and is
perpendicular to the runway at the Piarco International airport. Determine the
following:
a. State two geometric coordinates which the runway at the Piarco International
airport passes through.
b. Derive the equation of the Priority Bus Route.
[2 marks]
[6 marks]
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