Find a root of an equation x−cosx=0
x−cosx=0 using the interval (0.5, 1) and correct up to 4 decimal places.
Find a root of an equation x−cosx=0 using the interval (0.5, 1) by iterative method. Arbitrary, begin iterations with 0.7 and higher:
f(0.7) =−0.06484,f(0.8) = 1033,f(0.75) = 0.01831,f(0.74) = 1.531⋅10−3,f(0.739)=−1.425⋅10−4.f(0.7)\space\space\space\space=-0.06484,\\ f(0.8)\space\space\space\space=\space\space\space1033,\\f(0.75)\space\space=\space\space\space0.01831,\\f(0.74)\space\space=\space\space\space1.531·10^{-3},\\ f(0.739)=-1.425·10^{-4}.f(0.7) =−0.06484,f(0.8) = 1033,f(0.75) = 0.01831,f(0.74) = 1.531⋅10−3,f(0.739)=−1.425⋅10−4.
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