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Q: What is the program of pascal triangle in pascal?

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!Program Pascal_triangle !implicit none !integer ,allocatable::Pascal(:,:) !integer(8) n ,k ,l !print*,"Please Enter the rows of Pascal's Triangle:" !read(*,*) n !allocate (Pascal(n,n)) !do k=1,n ! do l=1,n ! if(l/=1)then ! Pascal(k,l)=0 ! else ! Pascal(k,l)=1 ! end if ! end do !end do !do k=2,n ! do l=2,n ! if(k/=l)then ! Pascal(k,l)=Pascal(k-1,l)+Pascal(k-1,l-1) ! else ! Pascal(k,l)=1 ! end if ! end do !end do !do k=1,n ! print*,Pascal(k,1:k) !end do !deallocate Pascal !end program pascal's_triangle !Uncomment(Ctrl+/) and run the program !This program is a Fortran 90-95 program

blaise pascal didn't discover Pascal's Triangle the Persians and Chinese discovered it.

pascal's triangle

Blaise Pascal invented the Pascaline and Pascal's Triangle. Pascal's Triangle was a triangle, which started of with 1. The number underneath is worked out by adding the two numbers above it together. Using Pascal's Triangle, we can find many patterns, including Triangle Numbers.

yang hui discovered pascal's triangle it was discovered 300 years later by pascal

draw a flowchart of pascal triangle using for loops

pascal drew a triangle, and then signed his name at the bottom of the page. He was 7 years old

Pascal's rule for his triangle pattern is all the sides are ones

how are the odd numbers arranged Pascal's Triangle?

Two major areas where Pascal's Triangle is in Algebra and Probability.

Blaise Pascal

Yes and no. See related link. The triangle methodology was employed in 1653 by Pascal, but not published until 1665. Pascal died in 1662.

Various aspects of Pascal's triangle were studied by mathematicians from ancient India, China, Iran and Greece centuries before Pascal.

Mathematicians knew about Pascal's triangle approx 1800 years before Pascal. Various mathematicians in ancient India, China, Iran and Greece explored different aspects of the triangle.

Pascal did not create the Pascal Triangle: mathematicians had studied it long before him (about 1800 years!). In the Western world, it is named after him because of his work in developing its uses.

The Fifth row of Pascal's triangle has 1,4,6,4,1. The sum is 16.

although the pascal triangle is named after blaise pascal, several other mathematicians applied their knowledge 100 years back before the birth of pascal in1625. jia xian presented this mathematical triangle in 11th century. Yang Hui studied the triangle in 13th century. therefore, it is known as the yang hui's triangle in china.

{A program to compute the area of a triangle} {by Ogboin W. Meshach} Var; b,h:real; BEGIN Writeln('Triangle'); Write('Base: '); Readln(base); Write('Height: '); Readln(height); area:=0.5*base*height; Writeln('Area: ', area :0:2); End.

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pascal triangle

The sum of the numbers on the fifteenth row of Pascal's triangle is 215 = 32768.

Pascal continued to influence mathematics throughout his life. His Traité du triangle arithmétique ("Treatise on the Arithmetical Triangle") of 1653 described a convenient tabular presentation for binomial coefficients, now called Pascal's triangle.

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