10 The function f(x) = x+4x - 10 = 0 has a unique root in [1,...

 

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10 The function f(x) = x³+4x² - 10 = 0 has a unique root in [1, 2]. Using simple algebraic manipulation f(x) is changed into the fixed-point form z = g(x) to obtain g2(x)=√√¹0-4x Find an approximation to the fixed point på for 92(x) using the fixed-point iteration method starting with an initial guess of Po 1.1. [Hint: Study Illustration example in page 61 of textbook.] Select the correct answer A 1.6163+3.0481i B 0.35918+0.67736i C 1.7959+3.3868i D 0.53877+1.016i E 8.97955+16.9339i 10 The function f(x) = x³+4x² - 10 = 0 has a unique root in [1, 2]. Using simple algebraic manipulation f(x) is changed into the fixed-point form z = g(x) to obtain g2(x)=√√¹0-4x Find an approximation to the fixed point på for 92(x) using the fixed-point iteration method starting with an initial guess of Po 1.1. [Hint: Study Illustration example in page 61 of textbook.] Select the correct answer A 1.6163+3.0481i B 0.35918+0.67736i C 1.7959+3.3868i D 0.53877+1.016i E 8.97955+16.9339i

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