Question

what does inductive and deductive conclusions mean in math?????

Answer 1

it is how you reasoned
inductive conclusions are from inductive reasoning
deductive conclusions are from deductive reasoning

Answer 2

ok

Answer 3

lol

Answer 4

dont think that was much help

Answer 5

lol

Answer 6

All I did was wiki it for you. Inductive reasoning is working up from a fact to say that a more general version of that fact is also true. A common example is experimentally determining a physical phenomenon and then generalizing it to say that the same holds true everywhere, not just in the lab where it was measured.
Deductive reasoning is kind of the opposite; you apply knowledge of a general phenomenon to a specific instance of it to make a conclusion about that specific instance. Wikipedia's example of deductive reasoning is this:
"All men are mortal
Socrates is a man
Therefore, Socrates is mortal"
Deductive reasoning is logically sound, but inductive reasoning is less so, as sometimes what is observed in a specific instance is not generalizable past a certain point.