Can you explain law of detachment and Syllogism. Also, transitive, reflexive, and symmetric property. @ganeshie8
@hartnn Can you help?
Sorry just had to look up the syllogism one
IT says, If one thing is true Then another thing is true, so If the first is true you can conclude the second is true
Thats for syllogism?
Like, If A is true, means B is also True. So if you are given that A is true, You can conclude that B is also True
Example... If it is Snowing outside, It is cold. Today it is snowing outside. You can conclude that it is cold
example: If an angle is obtuse, then it cannot be acute. Angle A is obtuse. Therefore Angle A cannot be acute.
Get it ?
It is a form of deductive reasoning
That was syllogism
Transitive Property is... If a = b and b = c, then a = c
Like in a proof, If angle A = Angle B, and Angle B = Angle C, you can conclude by the transitive property that Angle A = Angle C
Symmetric Property is simply, if A = B then B = A, going in the reverse
Reflexive Property, is just saying something like A = A . Side A = Side A , reflexive property
Thanks so much. What about law of detachment?
That was the first one i described...law of detachment and syllogism .. one thing
Alright thanks for the help. :)
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