Common-Core/ Grade 10
Maths MCQ Based On Find the angles in inscribed right triangles
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Common-Core Grade 10 - 10 Find the angles in inscribed right triangles
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A triangle inscribed on the diameter and the circumference of a circle is a right triangle.
A triangle inscribed on the diameter and the circumference of a circle is a right triangle.
As BC is the diameter of the circle, therefore, \\(m\\angle A= 90°\\)
The sum of angles of a triangle = 180°
A triangle inscribed on the diameter and the circumference of a circle is a right triangle.
A triangle inscribed on the diameter and the circumference of a circle is a right triangle.
A triangle inscribed on the diameter and the circumference of a circle is a right triangle.
A triangle inscribed on the diameter and circumference of a circle is a right triangle.
Sum of all angles = \\(180^{\\circ}\\)
A triangle inscribed on the diameter and the circumference of a circle is a right triangle.
Sum of all the angles = \\(180^{\\circ}\\)
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