Special Segments & Points of Concurrency

1

A(n) ? is shown in the triangle.

G.9-12.5.A

1

A(n) ? is shown in the triangle.

G.9-12.5.A

1

A(n) ? is shown in the triangle.

G.9-12.5.A

1

A(n) ? is shown in the triangle.

G.9-12.5.A

1

A(n) ? is shown in the triangle.

G.9-12.5.A

1

The point at which the medians of a triangle intersect is the ?

G.9-12.5.A

1

The point at which the lines containing the altitudes of a triangle intersect is ?

G.9-12.5.A

1

The point at which the perpendicular bisectors of a triangle intersect is the ?

G.9-12.5.A

1

The point at which the angle bisectors of a triangle intersect is the ?

G.9-12.5.A

1

The point which is equidistant from the vertices of the triangle is the ?

G.9-12.5.A

1

In the figures below, the median is drawn in each triangle. Which statement(s) are true?
i. In an isosceles triangle, a median can be an angle bisector.
ii. In an isosceles triangle, a median can be a perpendicular bisector.
iii. In every triangle, a median is a perpendicular bisector.

G.9-12.6.D

1

In triangle ABC, if an altitude is drawn from vertex C to intersect segment AB at X, which of the following conjectures cannot be made?

G.9-12.6.A

1

If segment WV is perpendicular to segment XV and m<UWV = m<UXV, which of the following statements is not true?

G.9-12.6.A

1

Based on the construction, which statement is not necessarily true?

G.9-12.6.A

Special Segments & Points of Concurrency

A(n) ? is shown in the triangle.

A(n) ? is shown in the triangle.

A(n) ? is shown in the triangle.

A(n) ? is shown in the triangle.

A(n) ? is shown in the triangle.

The point at which the medians of a triangle intersect is the ?

The point at which the lines containing the altitudes of a triangle intersect is ?

The point at which the perpendicular bisectors of a triangle intersect is the ?

The point at which the angle bisectors of a triangle intersect is the ?

The point which is equidistant from the vertices of the triangle is the ?

In the figures below, the median is drawn in each triangle. Which statement(s) are true?i. In an isosceles triangle, a median can be an angle bisector.ii. In an isosceles triangle, a median can be a perpendicular bisector.iii. In every triangle, a median is a perpendicular bisector.

In triangle ABC, if an altitude is drawn from vertex C to intersect segment AB at X, which of the following conjectures cannot be made?

If segment WV is perpendicular to segment XV and m<UWV = m<UXV, which of the following statements is not true?

Based on the construction, which statement is not necessarily true?

A(n) ? is shown in the triangle.

A(n) ? is shown in the triangle.

A(n) ? is shown in the triangle.

A(n) ? is shown in the triangle.

A(n) ? is shown in the triangle.

The point at which the medians of a triangle intersect is the ?

The point at which the lines containing the altitudes of a triangle intersect is ?

The point at which the perpendicular bisectors of a triangle intersect is the ?

The point at which the angle bisectors of a triangle intersect is the ?

The point which is equidistant from the vertices of the triangle is the ?

In the figures below, the median is drawn in each triangle. Which statement(s) are true?i. In an isosceles triangle, a median can be an angle bisector.ii. In an isosceles triangle, a median can be a perpendicular bisector.iii. In every triangle, a median is a perpendicular bisector.

In triangle ABC, if an altitude is drawn from vertex C to intersect segment AB at X, which of the following conjectures cannot be made?

If segment WV is perpendicular to segment XV and m<UWV = m<UXV, which of the following statements is not true?

Based on the construction, which statement is not necessarily true?

In the figures below, the median is drawn in each triangle. Which statement(s) are true?
i. In an isosceles triangle, a median can be an angle bisector.
ii. In an isosceles triangle, a median can be a perpendicular bisector.
iii. In every triangle, a median is a perpendicular bisector.

In the figures below, the median is drawn in each triangle. Which statement(s) are true?
i. In an isosceles triangle, a median can be an angle bisector.
ii. In an isosceles triangle, a median can be a perpendicular bisector.
iii. In every triangle, a median is a perpendicular bisector.