a triangle for which all interior angles are acute

21
Geometric Book Tareah Meeks April 10,2013 Obj: I will create a digit product while integrating two or more technology tools.

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Page 1: A triangle for which all interior angles are acute

Geometric Book

Tareah MeeksApril 10,2013

Obj: I will create a digit product while integrating two or more technology

tools.

Page 2: A triangle for which all interior angles are acute

AC

UTE T

RIA

NG

LE

A triangle for which all interior angles are acute.

Page 3: A triangle for which all interior angles are acute

ALT

ITU

DE O

F AN

CO

NE

The distance from the apex of a cone to the base. Formally, the shortest line segment between the apex of a cone and the (possibly extended) base. Altitude also refers to the length of this segment

Page 4: A triangle for which all interior angles are acute

BA

SE

In plane geometry or solid geometry, the bottom of a figure. If the top is parallel to the bottom (as in a trapezoid or prism), both the top and bottom are called bases.

Page 5: A triangle for which all interior angles are acute

BETW

EEN

Point B is between points A and C if it is on the line segment connecting A and C.

Page 6: A triangle for which all interior angles are acute

BO

X

A box shape in three dimensional figure. Formally, a polyhedron for which all faces are rectangles.

Page 7: A triangle for which all interior angles are acute

CO

NE

A three dimensional figure  with a single base tapering to an apex. The base can be any simple closed curve. Often the word cone refers to a right circular cone.

Page 8: A triangle for which all interior angles are acute

CU

BE

A regular polyhedron for which all faces are squares.Note: It is one of the five platonic solids.

Page 9: A triangle for which all interior angles are acute

CYLIN

DER

A three-dimensional  geometric figure with parallel  congruent bases. The bases can be shaped like any closed plane figure (not necessarily a circle) and must be oriented identically.

Page 10: A triangle for which all interior angles are acute

DO

UB

LE C

ON

E

A geometric figure made up of two right circular cones placed apex to apex as shown below. Typically a double cone is considered to extend infinitely far in both directions, especially when working with conic sections and degenerate conic sections.

Page 11: A triangle for which all interior angles are acute

KIT

E

A quadrilateral with two pairs of adjacent sides that are congruent. Note that the diagonals of a kite are perpendicular. 

Page 12: A triangle for which all interior angles are acute

OC

TAG

ON

A polygon with eight sides.

Page 13: A triangle for which all interior angles are acute

PAR

ALLE

L LINES

Two distinct coplanar  lines that do not intersect. Note: Parallel lines have the same slope.

Page 14: A triangle for which all interior angles are acute

PEN

TAG

ON

A polygon with five sides.

Page 15: A triangle for which all interior angles are acute

PR

ISM

A solid with parallel  congruent bases  which are both polygons. The bases must be oriented identically. The lateral faces of a prism are all parallelograms or  rectangles. 

Page 16: A triangle for which all interior angles are acute

PYR

AM

ID

A polyhedron with a polygonal base and  lateral faces that taper to an apex. A pyramid with a triangular base is called a tetrahedron.

Page 17: A triangle for which all interior angles are acute

RAY

A part of a line starting at a particular point and extending infinitely in one direction.

Page 18: A triangle for which all interior angles are acute

REFLE

CTIO

N

A transformation in which a geometric figure is reflected across a line, creating a mirror image. That line is called the axis of reflection.

Page 19: A triangle for which all interior angles are acute

SIM

ILAR

Identical in shape, although not necessarily the same size.

Page 20: A triangle for which all interior angles are acute

SPH

ER

E

A three dimensional  solid consisting of all points  equidistant  from a given point.

Page 21: A triangle for which all interior angles are acute

SQ

UA

RE

A rectangle with all four sides of equal length. Formally, a square is a quadrilateral  with four  congruent sides and four congruent  angles (all 90°).