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Which of the following is true? 1) ji is an altitude of hji 2) gi is an altitude of gji 3) jh is an altitude of gji 4) gj is an altitude of gjh

User Shayonj
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1 Answer

3 votes

In the given options, the correct altitude of a triangle is gi as it is a line segment drawn from the vertex g perpendicular to the opposite side ij of triangle gji.

In the given options, the altitude of a triangle is a line segment drawn from a vertex perpendicular to the opposite side. An altitude helps in determining the height of a triangle and is always inside the triangle.

Therefore, looking at the options:

ji is an altitude of hji: This option is incorrect as the altitude should be drawn from a vertex to the opposite side. Here, ji is one of the sides of the triangle, not the altitude.
gi is an altitude of gji: This option is correct. gi is a line segment drawn from the vertex g perpendicular to the opposite side ij.
jh is an altitude of gji: This option is incorrect. jh is one of the sides of the triangle, not the altitude.
gj is an altitude of gjh: This option is incorrect. gj is one of the sides of the triangle, not the altitude.
Therefore, the correct option is: gi is an altitude of gji.

User Slagathor
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