Some of the applications are:-
Amount of paint required to cover a certain surface area
Amount of carpet required for a particular room
Fencing needed for the perimeter of a garden
Pavement tessellation of a pathway
Volume of soil needed to fill in a ditch
Parallel lines around a race track
The distance around a circular race track
Travel and roadmap reading
Amount of fuel needed for a given journey
School and homework projects
mensuration is taking the measurement of something's area,volume, etc.
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ramanujan
some application of trignomentry
Mensuration, the branch of mathematics dealing with the measurement of geometric figures, does not have a single inventor. Its principles have been developed over centuries across various ancient cultures, including the Egyptians and Greeks. Notable contributions came from mathematicians like Euclid and Archimedes, who formalized many concepts related to area and volume. The systematic study of mensuration evolved through the works of mathematicians throughout history, rather than being attributed to one individual.
ramanujan
mensuration is taking the measurement of something's area,volume, etc.
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ramanujan
Since mensuration has to do with measuring, to do Advanced Mensuration math questions you would have to apply that knowledge in order to solve the problem.
In math, mensuration refers to the measurement of geometric quantities such as length, area, volume, and angles. It involves applying formulas to calculate the size and dimensions of geometric shapes and figures. The study of mensuration is important in solving problems related to geometry and real-world applications of measurements.
some application of trignomentry
it is nothing jakar so gao yaar
a story of maths on topic use of maths in our daily life
Mensuration, the branch of mathematics dealing with the measurement of geometric figures and their parameters, does not have a single inventor. Its principles have been developed over centuries by various mathematicians across different cultures, including ancient Egyptians and Greeks. Notable contributors include Euclid, who formalized geometric principles, and mathematicians from ancient India and China who advanced methods of measurement. Thus, mensuration is a collective development rather than the invention of one individual.
Maths is used in making monuments because for making it we need to apply mensuration.
Mensuration, the branch of mathematics dealing with the measurement of geometric figures, does not have a single inventor. Its principles have been developed over centuries across various ancient cultures, including the Egyptians and Greeks. Notable contributions came from mathematicians like Euclid and Archimedes, who formalized many concepts related to area and volume. The systematic study of mensuration evolved through the works of mathematicians throughout history, rather than being attributed to one individual.