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Question

Compare the sum of the angles of an acute-angled triangle (x) with that of an obtuse-angled triangle (y).

A
Cannot find
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B
x > y
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C
x = y
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D
x < y
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Solution

The correct option is C x = y
Case 1: In a right-angled triangle
A+B+C=180
Case 2: In a acute-angled triangle
A+B+C=180


Case 3: In a obtuse-angled triangle
A+B+C=180


Therefore, the angle sum property holds true for any type of triangle.
x=y

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