Newton forward difference formula || part 12

Simpsons 1/3 rule || part 11 || integral 0.2 to 1.4 , (sin x - lnx + e^x) dx

Simpsons 1/3 rule || part 10 || integral 0 to 1 , x^2/(1+x^3) dx

Bessels formula || part 3 ||

Arithmetic progression|| part 6 || How many multiples of 4 lie between 10 and 250

Kaprekar's constant || part 1||

Trigonometry || part 6 || Example 6.16 || class10 || Samacheer

CBSE || 12 std || Exercise 7.5|| sum 7

CBSE|| 12 std|| Exercise 7.5||sum 5&6

CBSE || 12 std || Exercise 7.5 ||sum 3&4

CBSE || 12 std || Exercise 7.5||sum 2

CBSE|| 12 std|| Exercise 7.5||sum 1

Iteration method || Fixed point iteration|| Successive Approximation method|| part 20 ||x²-x-2

statistics|| find correct mean || part 8

Gauss Jordan Method || part 18 || 10x-2y+3z=23,2x+10y-5z=-33,3x-4y+10z=41

Theory of equation ||part 2 ||X^4+4x^3+5x^2+2x-2 given -1+i

Regula falsi method || part 17 || xe^x-3

Fit a straight line and estimate the value of y x=22|| part 5||X=5,10,15,20,25||Y=15,19,23,26,30 ||

Divided Difference formula || part 6 ||

Cramers rule || part 10 ||x+y+z=6,x-2y+3z=6,x-y+z=2

Trigonometry||part 5|| If cos theta/1+sin theta=1/a then prove a²-1/a²+1=sin theta

Iteration Method|| Successive Approximation Method|| part 19 || sinx=e^x-3x

Inverse of Matrix using Gauss Elimination Method || part 2 || 4,1,2|2,3,-1|1,-2,2|

Find Arithmetic Mean, Geometric Mean and Harmonic Mean || part7 || 3,6,24,48

Gauss Jordan Method || part 17 || 2x+y+z=10,3x+2y+3z=18,x+4y+9z=16

Gauss Elimination method ||part 26|| 2x+y+4z=12,8x-3y+2z=20,4x+11y-z=33

Newton Raphson method || part 49 || x^3-5x+3

Lagrange interpolation || part 10 || Find parabola Y=ax^2+bx+c,Passing points (0,0,) (1,1) (2,20)

Lagrange interpolation || part 9 || x: 0,1,4,5 f(x) : 4,3,24,39

Newton Raphson method || part 48 || x^3-2x^2+3x-5

Arithmetic mean || part 6 || class intervals and f value given

Gauss Jordan Method || part 16 || x1-x2+x3=1 , 3x1+2x2-3x3=6 , 2x1-5x2+4x3=5

Runge kutta Method || Fourth order|| part 12 || dy/dx+y+xy^2 =0,y(0)=1 by taking h=0.1

Newton Raphson method || part 47 || x^3+x^2+x+7

Newton Raphson method || part 46 || x^3-8x-4

Gauss Elimination method ||part 25|| x+3y+10z=24,2x+17y+4z=35,28x+4y-z=32

Gauss Elimination method ||part 24 || 2x-3y+z=-1, x+4y+5z=25, 3x+4y+z=2

Descartes Rule || part 1 || x^4-10x^3+35x^2-50x+24

Newton Raphson method || part 45 || x^2=4 sinx

Gauss Forward Formula || part 3 || x: 2,3,4,5 f(x): 2.626,3.454,4.784,6.986

Mensuration || part 23||CSA & circumference at base right cylinder are 4400 cm² &110 cm.Find h &d

Discrete Random variable || part 3 || x -3,6,9 p(X=x) 1/6,1/2,1/3

Regula falsi Method || False position Method || part 16 || f(x) = xe^x-2

Trapezoidal Rule || part 15 || Integral -1 to +1 , f(x)= 1/(1+x^2) dx taking 8 intervals

Bisection Method || part 14 || x^3-x-1

Mensuration || part 22 || find height of cone

Arithmetic progression ||part 5|| 104 term and 4 th term of A.P are 125 & 0 ,find sum 1st 35 terms

Polymorphism and its types || part 1 || Java

Operations Research || part 3 || Big M method || Max Z = 3x1+2x2 subject to 2x1+x2=2 , 3x1+4x2=12

Trapezoidal Rule || part 14 || f(x)= x^3 || limits 0 and 1 || intervals n = 5

Bisection Method || part 13 || x^3-4x-9

Algebra Problem || part 15 || x^4+2x^3-5x^2+6x+2=0, 1+√-i is one root find others.

Cramers Rule || part 9 || 7x1-x2-x3,10x1-2x2+x3=8,6x1+3x2-2x3=7

Regula falsi Method || False position Method || part 15 || x^3-2x-5

Iteration Method |Successive Approximation Method |Fixed point iteration | part 18 | 2x-logx-7

Lagrange interpolation || part 8 || x: 14,17,31,35 f(x): 68.7,64,44,39.1 find f(27)

Maximum and Minimum || Using Bessels Formula || part 4

Iteration Method | Successive Approximation Method | Fixed point iteration Method part 17 2x^3-2x-5

Taylor's series || part 10 || dy/dx=3x+(y/2) and y(0)=1 , find the values of y(0.1) and y(0.2)

Cramers Rule || part 8 || 3x-2y+z=8 , 2x+y-z=1 ,4x-3y+2z=4