Convert a bearing of ( mathrm{S} 25^{ circ} mathrm{W} ) to an azimuth. Show all your work. ( 3 Points) From a steel post (point A), proceed ( 500 mathrm{ft} ) northeast to the river (point B), then ( 150 mathrm{ft} ) east along the river to the old lighthouse (point C), then " ( x ) " ( mathrm{ft} mathrm{S} 25^{ circ} mathrm{E} )

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Convert a bearing of  (  mathrm{S} 25^{ circ}  mathrm{W}  ) to an azimuth. Show all your work. ( 3 Points) From a steel post (point A), proceed  ( 500  mathrm{ft}  ) northeast to the river (point B), then  ( 150  mathrm{ft}  ) east along the river to the old lighthouse (point C), then &#34;  ( x  ) &#34;  (  mathrm{ft}  mathrm{S} 25^{ circ}  mathrm{E}  ) to a post on the edge of Ford's road (point D), and finally along Ford's road back to the original steel post (point A). If the area of  (  mathrm{BCD}  ) is  ( 7,400  mathrm{ft}^{2}  ), answer the following: a. Draw and label the above polygon, while showing on this figure the correct lengths and/or angles. (4 Points) b. Find the length of side  (  mathrm{CD}  ) (in &#34;  (  mathrm{ft}  ) &#34;). (4 Points)

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(Solved): Convert a bearing of \( \mathrm{S} 25^{\circ} \mathrm{W} \) to an azimuth. Show all your work. ( 3 ...

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