Use the Bisection Method to approximate, accurate to two decimal places, the value of the root of the function, $f(x) = \sin x - 1/2$ on the interval $[0.5, 0.6]$
(Fill in the table below as in Figure 1.29 of the textbook.)

Iteration 1.     Interval = ,     Midpiont Sign: $f($ $)$ is .
Iteration 2.     Interval = ,     Midpiont Sign: $f($ $)$ is .
Iteration 3.     Interval = ,     Midpiont Sign: $f($ $)$ is .
Iteration 4.     Interval = ,     Midpiont Sign: $f($ $)$ is .
Iteration 5.     Interval = .

Accurate to two decimal places, the root is (give answer to two decimal places only).

Your overall score for this problem is