Question # 1

A line segment that bisects and angles of the triangle and has its other end on the side opposite to that angle is called:

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altitude of the triangle

incenter of the triangle

angle bisector if the triangle

median of the triangle

The midpoint of the diameter of a circle is called:

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radius

chord

center

tangent

If the points of contact of a common tangent to the two circles are on the same side of the line joining their centers then this common tangent is called:

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external tangent

internal tangent

concyclic tangent

concentric tangent

The point of intersection of the perpendicular bisectors of he sides of a triangle meet is called

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circum-center of the triangle

incenter of he triangle

centroid of the triangle

orthocenter of the triangle

If the centers of two circles lie in either side of the common tangent then it is called:

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external tangent

internal tangent

concyclic tangent

concentric tangent

The centro id of a triangle divides each one of the medians in the ratio:

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1:1

1:2

2:1

2:2

The altitudes of a triangle are:

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concurrent

collinear

non-collinear

non-concurrent

All the altitudes are equal of an:

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rectangle

scalene triangle

isosceles triangle

equilateral triangle

The opposite angles of a parallelogram are:

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congruent

similar

equal

right angle

A parallelogram containing a right angle is called a:

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quadrilateral

square

rectangle

equilateral

A line segment joining a vertex to the midpoint of the side opposite to the vertex is called:

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altitude to the triangle

side bisector of the triangle

angle bisector if the triangle

median to the triangle

Median to the equal sides of an isosceles triangle are:

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congruent

equal

similar

unequal

An equilateral rectangle is called a:

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Polygon

quadrilateral

parallelogram

square

The point at which the three angle-bisector of a triangle meet is called:

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circum-cneter of the triangle

incenter of the triangle

centroid of the triangle

orthocenter of the triangle

The number of angle bisectors of a triangle is:

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1

2

3

4

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