lalaland63
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- Oct 14, 2018
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Help Needed! Urgent Do not know how to solve
Let \(\displaystyle f(x)\, =\, e^x\, +\, x\) and \(\displaystyle g(x)\, =\, 3\, -\, x.\)
Given that the equation \(\displaystyle g(x)\, =\, f(x)\) has a solution in the interval \(\displaystyle \left[0,\, 1\right],\) use the Newton-Raphson Method to find a root of the equation \(\displaystyle g(x)\, =\, f(x)\) in the interval \(\displaystyle \left[0,\, 1\right],\) to an accuracy of 5 decimal places.
How do I solve this?
Let \(\displaystyle f(x)\, =\, e^x\, +\, x\) and \(\displaystyle g(x)\, =\, 3\, -\, x.\)
Given that the equation \(\displaystyle g(x)\, =\, f(x)\) has a solution in the interval \(\displaystyle \left[0,\, 1\right],\) use the Newton-Raphson Method to find a root of the equation \(\displaystyle g(x)\, =\, f(x)\) in the interval \(\displaystyle \left[0,\, 1\right],\) to an accuracy of 5 decimal places.
How do I solve this?
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