Question 4: What is the area of the triangle formed by joining points (0, 5), (0, 11) and (8, 9)?
Let the coordinates of the vertices of the triangle A, B, and C be (0, 5), (0, 11), and (8, 9) respectively.
Points A and B lie on the y – axis because their abscissa (x- coordinate) are zero.
Let AB be the base of the triangle.
Draw CD Parallel to x – axis. Coordinates of point D are (0, 9).
Because CD is perpendicular to AB, and is drawn from the vertex opposite to AB, CD is the altitude to base AB.
Length of AB = 6 Units.
Length of CD = 8 units.
Area of the triangle = \\frac{1}{2}) x base x altitude
= \\frac{1}{2}) x 6 x 8 = 24 sq. units
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