SlideShare a Scribd company logo
Inductive Reasoning vs. Deductive Reasoning
 Deductive Reasoning

 Inductive Reasoning

 Conclusion based on

 Conclusion based on

accepted statements
(definitions, postulates,
previous theorems,
corollaries, and given
information)
 Conclusion must be true
if hypotheses are true.

several past observations

 Conclusion is probably

true, but not necessarily
true.
Inductive reasoning
Inductive reasoning

More Related Content

More from lmrogers03

8.7 Angles of Elevation and Depression
8.7 Angles of Elevation and Depression8.7 Angles of Elevation and Depression
8.7 Angles of Elevation and Depression
lmrogers03
 
Sine and Cosine Right Triangle Geometry
Sine and Cosine Right Triangle GeometrySine and Cosine Right Triangle Geometry
Sine and Cosine Right Triangle Geometry
lmrogers03
 
Tangent Ratio
Tangent RatioTangent Ratio
Tangent Ratio
lmrogers03
 
8 3 Converse of Pythagorean Theorem
8 3 Converse of Pythagorean Theorem8 3 Converse of Pythagorean Theorem
8 3 Converse of Pythagorean Theorem
lmrogers03
 
8 1 Similarity in Right Triangles
8 1 Similarity in Right Triangles8 1 Similarity in Right Triangles
8 1 Similarity in Right Triangles
lmrogers03
 
7 6 Proportional Lengths
7 6 Proportional Lengths7 6 Proportional Lengths
7 6 Proportional Lengths
lmrogers03
 
7 4 Similar Triangles and t-5
7 4 Similar Triangles and t-57 4 Similar Triangles and t-5
7 4 Similar Triangles and t-5
lmrogers03
 
7-3 similar polygons
7-3 similar polygons7-3 similar polygons
7-3 similar polygons
lmrogers03
 
7 1 7-2 ratios and proportions
7 1 7-2 ratios and proportions7 1 7-2 ratios and proportions
7 1 7-2 ratios and proportions
lmrogers03
 
6 2 Parallelograms
6 2 Parallelograms6 2 Parallelograms
6 2 Parallelograms
lmrogers03
 
6 3 Proving Parallelograms
6 3 Proving Parallelograms6 3 Proving Parallelograms
6 3 Proving Parallelograms
lmrogers03
 
Midpoint and distance
Midpoint and distanceMidpoint and distance
Midpoint and distance
lmrogers03
 
1 6 construction
1 6 construction1 6 construction
1 6 construction
lmrogers03
 
Geometry Angle Pairs
Geometry Angle PairsGeometry Angle Pairs
Geometry Angle Pairs
lmrogers03
 
1 4angles
1 4angles1 4angles
1 4angles
lmrogers03
 
1 3
1 31 3
Geo final exam review
Geo final exam reviewGeo final exam review
Geo final exam review
lmrogers03
 
Equations of circles
Equations of circlesEquations of circles
Equations of circles
lmrogers03
 
6 5 Inequalities in Two Triangles
6 5 Inequalities in Two Triangles6 5 Inequalities in Two Triangles
6 5 Inequalities in Two Triangles
lmrogers03
 
6 4 Inequalities in One Triangle
6 4 Inequalities in One Triangle6 4 Inequalities in One Triangle
6 4 Inequalities in One Triangle
lmrogers03
 

More from lmrogers03 (20)

8.7 Angles of Elevation and Depression
8.7 Angles of Elevation and Depression8.7 Angles of Elevation and Depression
8.7 Angles of Elevation and Depression
 
Sine and Cosine Right Triangle Geometry
Sine and Cosine Right Triangle GeometrySine and Cosine Right Triangle Geometry
Sine and Cosine Right Triangle Geometry
 
Tangent Ratio
Tangent RatioTangent Ratio
Tangent Ratio
 
8 3 Converse of Pythagorean Theorem
8 3 Converse of Pythagorean Theorem8 3 Converse of Pythagorean Theorem
8 3 Converse of Pythagorean Theorem
 
8 1 Similarity in Right Triangles
8 1 Similarity in Right Triangles8 1 Similarity in Right Triangles
8 1 Similarity in Right Triangles
 
7 6 Proportional Lengths
7 6 Proportional Lengths7 6 Proportional Lengths
7 6 Proportional Lengths
 
7 4 Similar Triangles and t-5
7 4 Similar Triangles and t-57 4 Similar Triangles and t-5
7 4 Similar Triangles and t-5
 
7-3 similar polygons
7-3 similar polygons7-3 similar polygons
7-3 similar polygons
 
7 1 7-2 ratios and proportions
7 1 7-2 ratios and proportions7 1 7-2 ratios and proportions
7 1 7-2 ratios and proportions
 
6 2 Parallelograms
6 2 Parallelograms6 2 Parallelograms
6 2 Parallelograms
 
6 3 Proving Parallelograms
6 3 Proving Parallelograms6 3 Proving Parallelograms
6 3 Proving Parallelograms
 
Midpoint and distance
Midpoint and distanceMidpoint and distance
Midpoint and distance
 
1 6 construction
1 6 construction1 6 construction
1 6 construction
 
Geometry Angle Pairs
Geometry Angle PairsGeometry Angle Pairs
Geometry Angle Pairs
 
1 4angles
1 4angles1 4angles
1 4angles
 
1 3
1 31 3
1 3
 
Geo final exam review
Geo final exam reviewGeo final exam review
Geo final exam review
 
Equations of circles
Equations of circlesEquations of circles
Equations of circles
 
6 5 Inequalities in Two Triangles
6 5 Inequalities in Two Triangles6 5 Inequalities in Two Triangles
6 5 Inequalities in Two Triangles
 
6 4 Inequalities in One Triangle
6 4 Inequalities in One Triangle6 4 Inequalities in One Triangle
6 4 Inequalities in One Triangle
 

Inductive reasoning

  • 1. Inductive Reasoning vs. Deductive Reasoning
  • 2.  Deductive Reasoning  Inductive Reasoning  Conclusion based on  Conclusion based on accepted statements (definitions, postulates, previous theorems, corollaries, and given information)  Conclusion must be true if hypotheses are true. several past observations  Conclusion is probably true, but not necessarily true.