Question

Define Inductive Reasoning.






A.

Inductive reasoning is a way of drawing a general conclusion from special cases by examining and exploring their common properties.





B.

Inductive reasoning is a conclusion developed by generalizing an idea using the inductive method.





C.

Inductive reasoning is an example that does not fit the conclusion.





D.

Inductive reasoning is when we use all available facts and principles to reach a specific conclusion.

Answer 1

Define Conjecture.






A.

A conjecture is a way of drawing a general conclusion from special cases by examining and exploring their common properties.






B.

A conjecture is a conclusion developed by generalizing an idea using the inductive method.






C.

A conjecture is an example that does not fit the conclusion.






D.

A conjecture is when we use all available facts and principles to reach a specific conclusion.

Answer 2

pretty sure its A

Answer 3

thanks ete

Answer 4

Use inductive reasoning to determine the truth value of the following conjecture:
If two integers are odd, then their sum is odd.

True
False

Answer 5

thank tou to ninzinga

Answer 6

False.

Answer 7

thanks 3 more

Answer 8

Define Counterexample.






A.

A counterexample is a way of drawing a general conclusion from special cases by examining and exploring their common properties.






B.

A counterexample is a conclusion developed by generalizing an idea using the inductive method.






C.

A counterexample is an example that does not fit the conclusion.





D.

A counterexample is when we use all available facts and principles to reach a specific conclusion

Answer 9

haha okay.

Answer 10

do u know it

Answer 11

D

Answer 12

Give an example of Deductive Reasoning






A.

Humans are mammals that give live birth.
Bears are mammals that give live birth.
Dogs are mammals that give live birth.





B.

All mammals give live birth.





C.

A platypus is a mammal that lays eggs.





D.

All mammals give live birth.
Joanna is a mammal.
Joanna will give live birth.

Answer 13

u know it

Answer 14

Oh okay i get it now. D

Answer 15

You know from studying your vocabulary terms that vertical angles are always congruent.

and are not congruent.

You conclude that and are not vertical angles.

Is this an example of inductive reasoning or deductive reasoning?






A.

Inductive





B.

Deductive

Answer 16

it should say angle a and angle g

Answer 17

Inductive.

Answer 18

last one

Answer 19

Using the figures below, what is the perimeter of the 5th rectangle in the pattern?