how was maths useful in nature?

Question

how is maths useful in daily life .
how is maths useful for the poor.
The origin of maths.
and he pictures for ancient maths

Answer 1

in daily life:
1. you find using trig often for calculating distances if you are walking or biking.
2. logs for acoustics performance.
3. you use trig for architecture
4. you use probability for so many things...
so much more.
for the poor:
1. like keeping an account of how much money is left.
2. basic math to advance math.
Origins of math:
I have no idea... sorry
Ancient math:
oh man i got so much to give you... well you don't have to look far... look at the:
1. golden ratio
2. Religious connotation of ancient churches.
3. the ratio compared to human body.
4. Le corbusier's modular man ratio
so on... it's so much i would have a whole 3 x 3m room filled with books.

Answer 2

relationship between maths and nature
Having finished my degree in theoretical physics I have come to the understanding that if you want to describe nature you need maths. There is no way around that. In theoretical physics maths is used as a tool to describe nature. We are not thought to look any deeper into the relationship between maths and nature. Nobody or at least most theoretical physicists dont question why maths has proved to be such a useful tool in describing nature.
I believe that maths is more than a tool for describing nature and that there is really a deep link between maths and nature. Here is an example of why I believe so. Take five oranges. Here we use maths as a tool. We count the oranges by going...1...2...3...4...5. Here maths is used as a tool to figure out how many oranges there is.
Now take the example of the motion of the earth around the sun. It describes a circle perfectly ( neglecting GR and all that). Here maths is not a tool as such. Nature has described the maths. The maths is nature in this example, not just a tool. Here I have used simple examples to make my point. But these sort of points are everywhere in nature. So you see I believe that maths is more than a tool.
In my blogs to come I hope elaborate on this and show you why I believe that " Nature is maths and maths is nature".
Which means that I believe that every single thing you see before you is "maths" and not just "stuff" like electrons and atoms obeying mathematical laws.

Answer 3

Well in nature which also known as physics in latin.
Now u know how much of worth is maths use in physics.
Physics is incomplete without maths.

Every where maths is useful. u know tht

For poor may be if poor know maths at least at some extent they cannot be made fool in any purpose.

Mathematics purely originated in India.As u know the great Mathematician Aryabhatta who invented "0"(zero) & defined it was dated back 300 B.C.The number 0 to 9 originated by Hindu Mathematician in India.Then it was passed on to Arabs & then it flourished in Europe & West.
Arabs also were great in maths u know ancient Egyptians.They were perfect in every application regarding Maths.The part of maths that is "Algebra" this name was derived by Arabs
Names of great Indian Mathematicians are Aryabhatta.Bhaskaracharya,Brahmagupta........etc.

U want pictures try wikipedia u will not only get pictures but also all info regarding maths.

Answer 4

i think of became you recommend is the extra more suitable math usefull. issues like Algebra, Trig, and Calculus in my view to the common guy or woman those stages of arithmetic isn't used after leaving college. in spite of the indisputable fact that to the above common guy or woman, to the engineers of the international this arithmetic is smart. They use math in each and every thing and something they are able to. the place is it to be certain what style of crown to placed on the line so they rain runs off in spite of the indisputable fact that it would not make your vehicle fall off or placed on your drained out. that's was certain how super and what shape foodstuff boxes are so they carry a optimum volume yet use as few components as achieveable. Math is utilized in designing bridges or development. the foremost reason those matters are compelled into scholars is because of the problem-fixing skills it teaches scholars. shall we face it anybody has issues and being waiting to have the abilities to logically think of your way by using issues is a important key to all and sundry fulfillment in existence. If extra human beings ought to remedy their issues for themselfs and did no longer might desire to count on the government this u . s . would not be very almost 10 trillion earnings debt. We would not have a divorce fee that look very almost worse than the nationwide debt. We would not have common human beings $6000 in credit card debt. Math is important. extra then only development and designing issues yet coaching existence long skills.

Answer 5

I personally think there are lots of use of math in daily life. Every thing depends on it. Math is very helpful to make our mind creative.

Answer 6

To understand life

Answer 7

Many mathematical principles are based on ideals, and apply to an abstract, perfect world. This perfect world of mathematics is reflected in the imperfect physical world, such as in the approximate symmetry of a face divided by an axis along the nose. More symmetrical faces are generally regarded as more aesthetically pleasing. Find useful link in the source box.

Answer 8

Maths necessity important in daily life as each & every people working in any of business that lies under the numeric likely in terms of money, order, item, etc.

Answer 9

We can learn Maths from Nature.
' As for example the 'Fibonacci series' was discover from the natural growth of leave pattern plants and seed growing in sunflower.

Answer 10

Just for comic, dramatic relief, I'll offer just one example from my, um, daily life:
One day, the abbot of a monastery wanted new domes on top of his Byzantine-style wooden church, and since those made of fiberglass had become leaky, and the leaks couldn't be stopped, he wanted them of wood. An architect friend made the blueprints, and a carpenter contractor was found, who bought the expensive hardwood for the job, and looked over the blueprints some more, and promptly got very anxious. He remarked that there wasn't a single right-angle cut *anywhere* in the drawing! He was very much afraid to begin cutting the expensive wood, until he was completely certain that the drawings were right - and had no idea how to check them, for he somehow couldn't bring himself to trust the architect's work enough, to risk it.
He asked one of the monks, who had some math. The monk thought awhile, and realized that, yes: he really could check the work, with just a little brushing up. So, he found a dustly old trigonometry book in the library, read up on spherical trig equations, plunked them into a BASIC program that he wrote, and went to work. The blueprints were good, the carpenter was greatly relieved, and the wooden domes were built, and are still atop the church to this very day. :-) (Well, "daily life" - for them, it was the sort of thing that could crop up, in daily life.)