Question #51006

Use logarithm to find the value of logsin(240:311)

Expert's answer

Answer on Question #51006 – Math – Trigonometry

Use logarithm to find the value of logsin(240:311)\log \sin (240:311)

Solution


2403110.77;\frac{240}{311} \approx 0.77;


Using the table of values of trigonometric functions we have sin(0.77)0.6961\sin(0.77) \approx 0.6961.

Therefore,


logsin(240311)log(0.6961)0.3623.\log \sin \left(\frac{240}{311}\right) \approx \log (0.6961) \approx -0.3623.


Answer: 0.3623-0.3623.

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