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For both the bisection and false position methods, which of the following applies?
If f(xr)*f(xu) < 0, then xu = (xr + xl)/2 and xl = (xr + xu)/2.
If f(xl)*f(xr) < 0, then xl = xr and xu stays the same.
If f(xr)*f(xu) < 0, then xu = xr and xl stays the same.
If f(xr)*f(xu) > 0, then xl = xr and xu stays the same.
If f(xl)*f(xr) > 0, then xu = xr and xl stays the same.
If f(xr)*f(xu) > 0, then xu = (xr + xl)/2 and xl = (xr + xu)/2.
If f(xr)*f(xu) > 0, then xu = xr and xl stays the same.
If f(xr)*f(xu) > 0, then xu = (xr + xu)/2 and xl = (xr + xl)/2.
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