The side of BC of an equilateral triangle ABC is parallel to X axis.Find the slopes o line along sides BC,CA,AB
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Answer:
0, -√3 and √3
Step-by-step explanation:
In the question,
ABC is an equilateral triangle,
The side BC of the triangle is parallel to the x-axis.
So,
The slope of the line along the side BC is,
Slope, m = tan 0° = 0
Slope = 0
Now,
The slope of the line along side CA will be,
Slope, m = tan(180° - 60°) = tan(120°)
Slope = -√3
Also,
The slope of the line along AB is,
Slope, m = tan(60°)
Slope = √3
Therefore, the slopes along the line BC, CA and AB are 0, -√3 and √3 respectively.
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