What is mathematics Teaching

गणित की परिभाषाएँ (Definitions of Mathematics)

ganit kee koee aam taur par sveekrt paribhaasha nahin hai. vichaar ke vibhinn vidyaalayon, vishesh roop se darshanashaastr mein, maulik roop se alag-alag paribhaashaen dee gaee hai. sabhee vyavahaary hai. lekin ganit ke vibhinn vidvaanon ne apane-apane vichaar is prakaar vyakt kie hain.

baidaang jyotish ke anusaar: - "jis roop mein mayaron ke sir par mukut shobhayan hote hain aur sarpo ke sir par miyaanen vahee sarvochch sthaan vedaang naam se parichit vigyaanon mein ganit ka hai."

aainsatan ke anusaar: - "ganit kya hai? yah maanav chintan ka pratiphal hai jo anubhavon se svatantr hai aur saty ke anuroop hai."

gaileeliyo ke anusaar: - "ganit vah bhaasha hai jisamen bhagavaan ne sampoorn jagat ya brahaand ko likha hai hai."

 kaant ke anusaar: - "praakrtik vigyaan keval tab tak hee vigyaan hai jab tak ki yah ganiteey hai."

barthalot ke anusaar: - "ganit bhautik anusandhaan ka ek aavashyak upakaran hain."

kaamte ke anusaar: - "ganit mein ham vivek ke aadim srot ko paate hain hain aur ganit ko jaiv vigyaaniyon ke baare mein gantee ke roop mein dekhate hain ki ve apane star par kya kar rahe hain.)

lindase ke anusaar: -"ganit bhautik vigyaanon kee bhaasha hai aur nishchay hee maanav mastishk mein utpann utkrsht any koee bhaasha hain.

" lok ke anusaar: - ganit vah maarg hain, jinake dvaara bachchon ke man ya mastishk mein tark karane kee aadat sthaapit hotee hai.

 yang ke anusaar: - "yadi sabhee vigyaan mein se ganit ko hata diya jae to usakee upayogita shoony ho jaatee hain."

vanardisha ke anusaar: - "tark chintan ke lie ganit ekular saadhan hain." benjaamin peers ke anusaar: - "ganit aisa vigyaan hai jo aavashyak nishkarsh par pahunchata hai."

 rasel ke anusaar: - "ganit ek aisa vishay hai jisamen yah kabhee bhee nahin kaha ja sakata hai ki kis vishay mein baatacheet ho rahee hai ya jo kuchh kaha ja raha hai vah saty hai."

mangal ke anusaar: - "ganit aisee amoort vyavastha ka adhyayan hai amoort tatv kshetron se milakar bana hai in tatvon ko moort roop mein paribhaashit kiya jaata hai"

निष्कर्ष रूप से गणित है (nishkarsh roop se ganit hai)- 

1. ganit tark vichaaron ka vigyaan hai.
2.  ganit vigyaan ka amoort roop hai. 
3. ganit sabhee vigyaanon kee jananee hain.
4.  ganit ka adhyayan karane se mastishk mein tark karane kee aadat banatee hai.
5.  ganit mein sampoorn sansaar jagat vidyamaan hai.
6.  ganit ke dvaara disha va sthaan ka bodh hota hai. 
7. ganit maadhyam se aavashyak nishkarsh praapt hote hain. 
8. ganit mein gananaon kee pradhaanata hotee hai.
9.  ganit aagaman aur praayogik vigyaan it