# Study sets matching "abeka geometry"

Study sets

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If the lengths of the corresponding pairs of sides of two poly…

A line through the midpoints of two sides of a triangle cuts o…

The lengths of two corresponding altitudes of similar triangle…

Doubling the lengths of the sides of similar triangles will al…

false

If the lengths of the corresponding pairs of sides of two poly…

true

A line through the midpoints of two sides of a triangle cuts o…

central

diameter

equal radii

greater

An angle that is formed by two radii of a circle is a ____angl…

The greatest chord in a circle is the_____?

Two circles are congruent if they have_____?

The greater chord of a circle subtends the______minor are.

central

An angle that is formed by two radii of a circle is a ____angl…

diameter

The greatest chord in a circle is the_____?

A diameter that bisects a chord of a ci…

The perpendicular bisector of any chord…

Chords equidistant from the center of a…

The greater of 2 chords is______the cen…

1.is perpendicular to the chord. 2.bisects the arcs of the cho…

the center of the circle

are equal

nearer to

A diameter that bisects a chord of a ci…

1.is perpendicular to the chord. 2.bisects the arcs of the cho…

The perpendicular bisector of any chord…

the center of the circle

Axiom 1

Axiom 2 (addition Axiom)

Axiom 3 (subtraction axiom)

Axiom 4 (Multiplication Axiom)

Quantities that are = to the same quantities or = quantities a…

If ='s are added to ='s, the sums are =.

If ='s are subtracted from ='s, the remainders are =.

Doubles of ='s are . In general, if ='s are multiplied by equa…

Axiom 1

Quantities that are = to the same quantities or = quantities a…

Axiom 2 (addition Axiom)

If ='s are added to ='s, the sums are =.

An unlimited line that cuts a circle in…

A figure bounded by an arc of a circle…

Two magnitudes of the same kind that ha…

A central angle of a circle is measured…

secant

segment

incommensurable

its intercepted arc

An unlimited line that cuts a circle in…

secant

A figure bounded by an arc of a circle…

segment

Incenter

Circumcenter

always

sometimes

What do you call the point of concurrency for the angle bisect…

What do you call the point of concurrency for the perpendicula…

The incenter is ______ inside the triangle

The circumcenter is ______ inside the triangle

Incenter

What do you call the point of concurrency for the angle bisect…

Circumcenter

What do you call the point of concurrency for the perpendicula…

A line that intersects two or more othe…

Two lines perpendicular to the same lin…

Two parallel lines and a transversal ca…

Two lines parallel to the same line are…

Transversal

Parallel

Never

Parallel

A line that intersects two or more othe…

Transversal

Two lines perpendicular to the same lin…

Parallel

Equal

Sums

Remainders

Products

Quantities that are equal to the same or equal quantities are…

If equals are added to equals, the _ are equal. (Addition axio…

If equals are subtracted from equals, the _ are equal. (Subtra…

If equals are multiplied by equals, the _ are equal. (Multipli…

Equal

Quantities that are equal to the same or equal quantities are…

Sums

If equals are added to equals, the _ are equal. (Addition axio…

The bisector of the vertex angle of am…

An equilateral triangle is also ______?

An exterior angle of a triangle is ____…

One and only one _____ can be drawn to…

The base

Equiangular

Greater than

Perpendicular

The bisector of the vertex angle of am…

The base

An equilateral triangle is also ______?

Equiangular

Geometry

Geometric solid

Surface

Line/edge

Study that deals with the properties, measurements, and constr…

The space an object occupies

The face of a solid

The intersection of two surfaces

Geometry

Study that deals with the properties, measurements, and constr…

Geometric solid

The space an object occupies

what is the formula for finding the tot…

What is the formula for finding how man…

how many degrees are in an 8 sided poly…

how many sides does an equiangular poly…

180(n-2)

(n-2)(180)/n

180(8-2) 180(6-2)... 180(6) 180(4)... 1080 720

60= (180n-360)/n... 60n=180n-360... 360/120=n... n=3

what is the formula for finding the tot…

180(n-2)

What is the formula for finding how man…

(n-2)(180)/n

1

2

3

4

The sum of the three angles of a triangle is equal to one stra…

Two straight lines can intersect at only one point

A line can be divided into two equal parts by only one point

A given line can be divided into two equal parts by only one l…

1

The sum of the three angles of a triangle is equal to one stra…

2

Two straight lines can intersect at only one point

Perpendicular

Central

Two

Parallel

A tangent to a circle is ______ to the radius of the circle dr…

An angle formed by two radii of a circle is a(n) ______ angle.

A straight line can cut a circle in at most ______ point(s).

Tangents drawn to a circle at the ends of a diameter are _____…

Perpendicular

A tangent to a circle is ______ to the radius of the circle dr…

Central

An angle formed by two radii of a circle is a(n) ______ angle.

Axiom 1

Addition Axiom (Axiom 2 )

Subtraction Axiom (Axiom 3)

Multiplication Axiom (Axiom 4)

Quantities that are equal to the same quantity or to equal qua…

If equals are added to equals, the sums are equal.

If equals are subtracted from equals, the remainders are equal.

Doubles of equals are equal. In general, if equals are multipl…

Axiom 1

Quantities that are equal to the same quantity or to equal qua…

Addition Axiom (Axiom 2 )

If equals are added to equals, the sums are equal.

arcs

central angles

greater minor arc

greater central angle

If in the same circle or in congruent circles two central angl…

If in the same circle or in congruent circles two arcs are equ…

If in the same circle or in congruent circles two central angl…

If in the same circle or in congruent circles two minor arcs a…

arcs

If in the same circle or in congruent circles two central angl…

central angles

If in the same circle or in congruent circles two arcs are equ…