Conversion Factor Chart: Fill & Download for Free

Hi…Cost actually depends on the publication and writer, also foreign edition books are quite expensive because of currency conversion factor. I will give you the list of first year books with their price…..Hope it helps…P. S- getting lots of comments that total cost is around 1 lakh, Do we have to buy all these books, etc.Actually u needn't buy all the books, I just shared a chart (available on book shops) that cn give u a relative idea about the prices of the book. U need to buy only those books that u need, u will get a better idea once your colleges will start plus u cn always use library facility, so no need to worry.Hope I have cleared all the queries.

The real reason for the change in similar amenities/goods in x country different from y country is because of PPP conversion factor.The PPP conversion factor (GDP) to market exchange rate ratio in India was last reported at 0.41 in 2011, according to a World Bank report published in 2012. Purchasing power parity conversion factor is the number of units of a country's currency required to buy the same amount of goods and services in the domestic market as a U.S. dollar would buy in the United States. The ratio of PPP conversion factor to market exchange rate is the result obtained by dividing the PPP conversion factor by the market exchange rate. The ratio, also referred to as the national price level, makes it possible to compare the cost of the bundle of goods that make up gross domestic product (GDP) across countries. It tells how many dollars are needed to buy a dollar's worth of goods in the country as compared to the United States.This page includes a historical data chart, news and forecasts for PPP conversion factor (GDP) to market exchange rate ratio in India. India's diverse economy encompasses traditional village farming, modern agriculture, handicrafts, a wide range of modern industries, and a multitude of services. Services are the major source of economic growth, accounting for more than half of India's output with less than one third of its labor force. The economy has posted an average growth rate of more than 7% in the decade since 1997, reducing poverty by about 10 percentage points.from http://www.tradingeconomics.com/india/ppp-conversion-factor-gdp-to-market-exchange-rate-ratio-wb-data.htmlHence you see the difference in Salaries and most of the goods that are manufactured locally.Currently Indias PPP conversion factor is 0.41 against US. Hence you can see most of the things that are manufactured in India will be 0.4 times that of the things manufactured in US. ie. If a book cost equivalent is Rs 1000 in US, it would cost Rs 410. That's not a mandate, but keeping the price in this range will give access to folks having similar purchasing bracket as compared to the US.Also you'll notice that this is not the case for electronics/goods which are imported from outside of India.

Spacetime is not defined as [math]s = ct[/math].The expression [math]ct[/math] is merely a conversion factor. For historical reasons, humans have been using different units for measuring time and measuring distance. Therefore, a conversion factor is needed. Cosmologists and gravitational physicists, on the other hand, usually use “natural” units, in which space and time are both measured using compatible units (e.g., seconds for time, light-seconds for distance) so there is no c. The speed of light, in these natural units, is just 1.In any case, spacetime is defined as a four-dimensional smooth Lorentzian manifold. These words each have specific meaning. A manifold is a point set that can be covered by coordinate charts. Coordinate charts are basically multiplets of numbers, each identifying a point. (For instance, the Earth’s surface is a manifold. It can be covered by two-dimensional coordinate charts, namely charts using latitude and longitude or other conveniently chosen coordinates.) Smooth means that the manifold does not have sharp edges or holes in it (basically, that it is possible to define the concept of a derivative everywhere.) And Lorentzian means that “distances” in this spacetime are calculated using a twisted version of the Pythagorean rule, with some squares appearing with a negative sign, namely [math]ds^2=dt^2-dx^2-dy^2-dz^2[/math]. (Or, if we prefer to not use “natural” units, [math]ds^2=c^2dt^2-dx^2-dy^2-dz^2[/math]. Or, as a shorthand, [math]ds^2=c^2dt^2-dr^2[/math], where [math]dr^2=dx^2+dy^2+dz^2[/math] defines the spatial distance. Oh, and the little [math]d[/math] represents an infinitesimal difference. Just take it as indicating the difference in time, [math]x[/math], [math]y[/math] and [math]z[/math] coordinates between two nearby events.)One consequence of all this kaboodle is that there are pairs of points (that is to say, events; a point in spacetime represents a specific event, i.e., a time and a place) in a spacetime that are separated just so that [math]ds^2=0[/math]. For these events, [math]c^2dt^2=dr^2[/math], i.e., [math]dr/dt = c[/math]. That is to say, to travel between these two events without acceleration, the speed has to be exactly [math]c[/math].But there are other pairs of events. Specifically, pairs of events for which [math]ds^2>0[/math], and also pairs of events for which [math]ds^2<0[/math]. (Yes, that means that under this definition, [math]ds[/math] would be an imaginary quantity for such pairs of events.) For two events that take place at the same spatial location in some coordinate system, [math]ds^2=dt^2[/math]. And it can be shown that for two such events, [math]ds^2>0[/math] in any coordinate system. This is the reason why we know that no spaceship can travel faster than light. Faster than light would mean traveling between two events that are, in someone’s coordinate system, characterized by [math]ds^2<0[/math]; but in the spaceship’s own system, it would be [math]ds^2=dt^2>0[/math]. The two cannot both be true.The mathematics of even special relativity is rich and fascinating, and not particularly hard to learn. But no, it does not mean that there cannot be speeds other than [math]c[/math]. It simply tells you that for events that are characterized by [math]ds^2=0[/math], the speed of traveling between them would be [math]c[/math].