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TLS Online TPP Program
#Question id: 15596
#Section 1: Engineering Mathematics
To solve the equation 2 sin x = x by Newton-Raphson method, the initial guess was chosen to be x = 2.0. Consider x in radian only. The value of x (in radian) obtained after one iteration will be closest to
TLS Online TPP Program
#Question id: 15597
#Section 1: Engineering Mathematics
The iteration formula of Newton-Raphson method for finding roots of the equation f(x) = 0 is
TLS Online TPP Program
#Question id: 15598
#Section 1: Engineering Mathematics
The function f(x) = ex - 1 is to be solved using Newton-Raphson method. If the initial value of xo is taken as 1.0, then the absolute error observed at 2nd iteration is .
TLS Online TPP Program
#Question id: 15599
#Section 1: Engineering Mathematics
Find the positive real root of x3 - x - 3 = 0 using Newton-Raphson method. If the starting guess (x0) is 2, the numerical value of the root after two iterations (x2) is (round off to two decimal places).
TLS Online TPP Program
#Question id: 15600
#Section 1: Engineering Mathematics
The equation f(x) is given as x2-4=0. Considering the initial approximation at x=6 then the value of next approximation correct up to 2 decimal places is given as
TLS Online TPP Program
#Question id: 15601
#Section 1: Engineering Mathematics
In Newton Raphson method if the curve f f(x) is constant then