Mathematical Reasoning

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Nur Aisyah
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Mathematical Reasoning
  1. Statement
    1. Compound Statement
      1. and
        1. both statements true?
          1. true
            1. yes
          2. or
            1. at least one statement is true?
              1. true
                1. yes
              2. false
                1. no
                  1. no
                2. A statement that is either true or false but not both
                  1. The process of changing the truth value of a statement using the word "not" or "no" is known as negation.
                  2. Quantifiers
                    1. ALL - To show that every objects satisfies certain conditions
                      1. SOME - To show that one or more objects satisfy certain conditions
                      2. Implications
                        1. "p if and only if q"is a combination of two implications.
                          1. ® Implication 1 : "if p, then q" ® Implication 2 : "if q, then p"
                          2. Truth value of the converse of an implicationThe converse of an implication is not necessarily true.
                            1. if q then p
                              1. q = antecedent
                                1. p = consequent
                              2. if p then q
                                1. p = antecedent
                                  1. q = consequent
                                2. converse
                                  1. p if and only if q
                                  2. Arguments
                                    1. FORM I
                                      1. All A are B
                                        1. C is A
                                          1. C is B
                                      2. FORM II
                                        1. If p then q
                                          1. P is true
                                            1. q is true
                                        2. FORM III
                                          1. If p then q
                                            1. q is not true
                                              1. p is not true
                                        3. Deduction and Induction
                                          1. Deduction is the process of making a specific conclusion based on a general statement.
                                            1. Making conclusion by deductionThrough reasoning by deduction ,we can make conclusion for a specific case based on a general statement.
                                            2. Induction is the process of making a general conclusion based on specific cases
                                              1. Making generalisations by induction.Through reasoning by induction,we can make generalisation based on the pattern of a numerical sequence.

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