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Mathematical Reasoning
Descripción
Hope that this mindmap could help you
Sin etiquetas
mathematics
16 years old
Mapa Mental por
Nur Aisyah
, actualizado hace más de 1 año
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Creado por
Nur Aisyah
hace más de 7 años
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Resumen del Recurso
Mathematical Reasoning
Statement
Compound Statement
and
both statements true?
true
yes
or
at least one statement is true?
true
yes
false
no
no
A statement that is either true or false but not both
The process of changing the truth value of a statement using the word "not" or "no" is known as negation.
Quantifiers
ALL - To show that every objects satisfies certain conditions
SOME - To show that one or more objects satisfy certain conditions
Implications
"p if and only if q"is a combination of two implications.
® Implication 1 : "if p, then q" ® Implication 2 : "if q, then p"
Truth value of the converse of an implicationThe converse of an implication is not necessarily true.
if q then p
q = antecedent
p = consequent
if p then q
p = antecedent
q = consequent
converse
p if and only if q
Arguments
FORM I
All A are B
C is A
C is B
FORM II
If p then q
P is true
q is true
FORM III
If p then q
q is not true
p is not true
Deduction and Induction
Deduction is the process of making a specific conclusion based on a general statement.
Making conclusion by deductionThrough reasoning by deduction ,we can make conclusion for a specific case based on a general statement.
Induction is the process of making a general conclusion based on specific cases
Making generalisations by induction.Through reasoning by induction,we can make generalisation based on the pattern of a numerical sequence.
Recursos multimedia adjuntos
Math (binary/octet-stream)
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