AIでの記事作成事例|ピタゴラス【「nowkouji226.com」との比較】

New Challenge

GHAT-GPT4での作成記事

・ピタゴラス【⇐「nowkouji226.com」での比較記事】作成記事は以下。
「Yes, the Pythagorean theorem, attributed to the ancient Greek mathematician Pythagoras, is a fundamental mathematical principle that relates to the sides of a right triangle. The theorem states that in a right triangle, the square of the length of the hypotenuse (the side opposite the right angle) is equal to the sum of the squares of the other two sides.Mathematically, the Pythagorean theorem can be expressed as:a^2 + b^2 = c^2
Where “a” and “b” are the lengths of the two shorter sides (called the legs) of the right triangle, and “c” is the length of the hypotenuse. The theorem holds true for all right triangles.
The Pythagorean theorem has numerous applications in various fields, including geometry, trigonometry, physics, engineering, and more. It is one of the foundational principles in mathematics and has been extensively studied and utilized throughout history.」
⇒和訳⇒
「はい皆さん、ピタゴラスの定理(その名は古代のギリシアの数学者ピタゴラスに由来しています)は、直角三角形の各辺同士に関するものである基本的な関係式です。
定理は、直角三角形で、斜辺(直角の反対側の側、つまり直角と接しない辺)の長さの二乗が他の2つの辺の長さの二乗の合計と等しいと述べます。
数学的に、ピタゴラスの定理を表してみると:「a」と「b」が直角三角形の2つのより短い側(足という)の長さの二乗の和は斜辺「c」の二乗と等しくであって、a^2 + b^2 = c^2とあらわされます。
定理は、すべての直角三角形のために有効です。
ピタゴラスの定理には、幾何学、三角法、物理学、エンジニアリングその他を含むいろいろなフィールドに、多数のアプリケーションがあります。
それは数学の基礎的な主義の1つであって、広範囲に勉強されて、歴史を通して利用されました。」(和訳の誤解釈は私コウジが修正済み。)
実際に「Pythagoras event has a number inherent in it.」と
入力してみて、結果に対して
AIが業績に対する目立ったものを取りあげています。
私からの問いかけに対してAIは
ピタゴラスの目立った業績を紹介して終わりです。
そこで、
更にピタゴラスの人柄について語ってみましょう。
「Pythagoras Life and Charactor」と入力すると
「Pythagoras was an ancient Greek philosopher, mathematician, and founder of the Pythagorean school of thought. He lived around the 6th century BCE and is best known for his contributions to mathematics, particularly his theorem regarding right-angled triangles, now known as the Pythagorean theorem.

Life of Pythagoras: The details of Pythagoras’ life are often difficult to separate from myth and legend due to the lack of reliable historical records from that time. According to traditional accounts, Pythagoras was born on the island of Samos in Greece. He traveled extensively throughout his life, visiting Egypt, Babylon, and India, where he is said to have studied with various scholars and priests to gain knowledge.

After his travels, Pythagoras settled in the city of Croton (now Crotone) in southern Italy, where he founded a school known as the Pythagorean Brotherhood. The school emphasized the pursuit of knowledge, intellectual and moral development, and the belief in the harmony of the universe. It also had a secretive and mystical aspect, with members following strict rules and rituals.

Character of Pythagoras: Pythagoras was not only a mathematician but also a philosopher and spiritual teacher. He believed in the immortality of the soul and the concept of reincarnation. He taught his followers that the soul goes through a cycle of rebirths, and that achieving purity and enlightenment could lead to liberation from this cycle.

Pythagoras advocated for a disciplined and ascetic lifestyle, promoting vegetarianism, abstinence from certain foods, and adhering to strict ethical principles. He believed in the importance of moderation, self-control, and harmony in all aspects of life. Music and mathematics were integral to his teachings, as he believed they revealed the underlying order and structure of the universe.

Pythagoras was known to be an influential and charismatic leader. He attracted many followers to his school, and his teachings had a profound impact on subsequent philosophical and mathematical developments in ancient Greece.

It is important to note that due to the scarcity of reliable historical information, some details of Pythagoras’ life and character might be subject to debate and interpretation. Nevertheless, his contributions to mathematics and his philosophical ideas continue to influence various fields of study to this day.」

〆最後に〆

以上、間違い・ご意見は
次のアドレスまでお願いします。
最近は全て返信出来てませんが
適時、返信して改定をします。

nowkouji226@gmail.com

全体の纏め記事へ】

コメント

タイトルとURLをコピーしました