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30 Cards in this Set

  • Front
  • Back

Inductive reasoning

reaching a conclusion based on a pattern of past events

conjecture

conclusion through inductive reasoning

counterexample

proves conjecture wrong

deductie reasoning

conclusion reached by facts laws logic ect



theorem

conclusion reached by deductive reasoning

point

basic unit of geometry

line

a series of points that extend

collinear

3 or more points in the same line

noncollinear

three or more points that do not lie on the same line

rays

line that has a definite oint and it keeps going

segments

has a definite start and end

plane

a flat surface that extends without end in two directions

coplanar

points or lines in the same plane

noncoplanar

points or lines that are not on the same plane

postulates 1-1

two points determine a unique line

postulate 1-2

the place where two lines intersect is a point

postulate 1-3

three noncollinear points determine a unique plane

conditional statement

a statement that has an action which depends on the truth of some condition or an action result if some condition is true

If-then form

if (hypothesis), then (conclusio)

All- are




Every- is

All (hypothesis), are (conclusion)




Every (hypothesis), is (conclusion)

Declaration

(conclusion) if (hypothesis)



The converse

if (conclusion), then (hypothesis)

the inverse

IF NOT hypothesis, THEN NOT conclusion

The contrapositive

IF NOT conclusion, THEN NOT hypothesis

straightedge

an object with a straight edge that is udes to draw a straighline and to check if the line is straight

the compass

used to draw arcs and circles and to compare the lengths of segments

construction

a figure drawn using only a straightedge ad a compass

midpoint

the middle point of a line

perimeter

the distance around a figure




P of reg.= 2l + 2w

area

the # of square units or tiles needed to go over a surface




A of Reg = b x h