Question

the world in the field of sports and games.
articipation in
Alationd
otential and, we can fulfill the
revive the sports culture in India at the grass rootlevelby build
Keeping the above points in view, the “Khelo India program
was launched during 2017-2018 by Ministry of Sports and Youth Alam
sports played in our country and establish India as a great sport
objectives, the 'Khelo India' programme has included the following
1. Playfield Development: Under the programme of Khelon
be developed at various state and district levels so that basiera
certification system for sports coaching. Its aim is to evolve and will
2. Community Coaching Development: It involvesiny i which year, the first Asian
3. State Level Khelo India Centres:It involves in supporting between
4. Annual Sports Competitions: It is one of the significant compte Aga Khan Cup is related
programme. Its aim is to provide a good platform for talent spotting and FA Cup is related to w
children to achieve excellence is sports. Such competitions will be organin which year, the IPL
such as athletics, boxing, basketball, handball, volleyball, etc., excepte Nimbledon Cup is rel=
the scheme, a talent identification committee will spot and identity the
5. Talent Search and Development: In addition to the selection n which year 'Khelo
dluyang persons Financial
Authority of India for creation
will ples be propied
Promotion of Kursland
India
organised in rural and indig
pation in such games,
der this programme, a high-por
rity sports disciplines and finan
ht years to hone their skills
Tudo NFC,
sportspersons.
teachers and to train them as master trainees.
infrastructure in relation to the states, UT.
games
alro
as Indoor
olyne
Hive Type/Multiple Choice Qu
one word answers.
fter how many years, the A
esse Owens Trophy is relat
which year, the first Nati
homas cup is related to
Jame the historical crick
of best scientific methods.
in the blanks
The aim of physica​

Answer 1

In mathematics, the Pythagorean theorem, also known as Pythagoras's theorem, is a fundamental relation in Euclidean geometry among the three sides of a right triangle. It states that the area of the square whose side is the hypotenuse (the side opposite the right angle) is equal to the sum of the areas of the squares on the other two sides.

For example =>

                          $a^{2} + b^{2}\\x^{2} +x^{2} \\\sqrt{?}$