Conversions, Inversions, As Well As Contraposition Inwards Math Logic

From an implication contention p → q tin forcefulness out move made a novel statement, such as:

q → p, is called the conversions of implications
P → q, is called the Inversions of the implications
q → p, is called the contraposition of the implications

Conversion Example

For example:
p: Triangle ABC equilateral
q: The iii corners are the same
p → q: "If the triangle ABC is equal sides in addition to hence The iii corners are the same"
q → p: "If The iii corners are the same in addition to hence the triangle ABC is equal"

Invers Example

For example:
p: Triangle ABC equilateral
q: The iii corners are the same
p → q: "If the triangle ABC is non equal sides in addition to hence The iii corners are the same"
p → q: "If the triangle ABC is non equal side in addition to hence The iii corners are non the same."

Contraposition Example

For example:
p: Triangle ABC equilateral
q: The iii corners are the same
p → q: "If the triangle ABC is equal sides in addition to hence The iii corners are the same"
q → p: "If The iii corners are non the same in addition to hence the triangle ABC is non equal side"

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Referensi :

• To'Ali's mass math grouping accounting in addition to sales