Important Questions [10]
- Evaluat Lim X → 0 E 2 X − ( 1 + X ) 2 X Log ( 1 + X )
- Evaluate : Lim X → 0 ( 2 X + 1 X + 1 ) 1 X
- Obtain the Root of 𝒙𝟑−𝒙−𝟏=𝟎 by Regula Falsi Method (Take Three Iteration).
- By Using Regular Falsi Method Solve 2x – 3sin X – 5 = 0.
- Find the Roots of the Equation X 4 + X 3 − 7 X 2 − X + 5 = 0 Which Lies Between 2 and 2.1 Correct to 3 Places of Decimals Using Regula Falsi Method.
- Solve Using Gauss Jacobi Iteration Method 2𝒙 + 12y + Z – 4w = 13 13𝒙 + 5y - 3z + W = 18 2𝒙 + Y – 3z + 9w = 31 3𝒙 - 4y + 10z + W = 29
- Solve by Gauss Jacobi Iteration Method: 5x – Y + Z = 10, 2x + 4y = 12, X + Y + 5z = -1.
- Solve the Following Equation by Gauss-seidel Method Upto Four Iterations 4x-2y-z=40, X-6y+2y=-28, X-2y+12z=-86.
- Solve the Following System of Equation by Gauss Siedal Method,20x+Y-2z=17 3x+20y-z =-18 2x-3y+20z=𝟐𝟓
- Solve the Following Equation by Gauss Seidal Method: 10 X 1 + X 2 + X 3 = 12 2 X 1 + 10 X 2 + X 3 − 13 2 X 1 + 2 X 2 + 10 X 3 = 14
