12. Compare the idea of trigonometry of iolemy to that of the Indian matheman Pa

Question

12. Compare the idea of trigonometry of iolemy to that of the Indian matheman Part 3 1. What was the development of the Hindu-Arabic numerals up to the th Piolemy to that of the Indian mathematicias irteenth century 2. C ompare and contrast the number systems of Egyptians and the Compare and contrast the geometry How was the formula for the t What are Napier bones and how are they u?ed 3. of the esks and the Chinese .( hird degree polynomial developed in renaissance Italy? What was Fermat's Last Theorem and who proyed it?s 8. What is Pascal's triangle?- 9. Solve a depressed cubic. Solve a general cubice L-)??1.sed orwgte e ecen

Explanation / Answer

problem 6:

a series of numbers in which each number is the sum of the two preceding numbers that series is called a as a  Fibonacci series and the numbers in the series is called a as a fibonacci number

the numbers are 1,1,2,3,5,8,13,21,....etc

problem 7:

it states that no three distinct postive integers like a, b,c is not stafiy the equation a^n+b^n=c^n here the value of n is greather than 2

it can be proves by the British mathematician Andrew Wiles, of a special case of the modularity theorem for elliptic curves

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