A Ship is Sailing due East.It changes course to SE.Throuhg how many degrees does it turn?

Draw the eight major directions and label them clockwise, starting with

N = 0°
NE = 45°
E = 90°
and so on The answer should now be easy to see.

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To determine the number of degrees the ship turns when changing course from east to southeast, we need to calculate the angle between these two directions.

Step 1: Recall that there are 360 degrees in a circle.

Step 2: The ship is initially sailing due east, which is directly towards the east (0 degrees).

Step 3: Southeast is a point halfway between east (90 degrees) and south (180 degrees). Therefore, southeast is at an angle of 45 degrees from east.

Step 4: To calculate the number of degrees the ship turns, subtract the initial heading (0 degrees) from the final heading (45 degrees).

45 degrees - 0 degrees = 45 degrees

So, the ship turns 45 degrees when changing course from east to southeast.

To determine the number of degrees the ship turns when it changes course from due east to southeast, we can use the concept of bearing angles.

First, let's note that due east corresponds to a bearing angle of 90 degrees. In the standard notation, bearings are measured clockwise from north. Since east is 90 degrees clockwise from north, it is denoted as 090°.

Next, southeast lies halfway between east (090°) and south (180°). Therefore, southeast corresponds to an angle of 135 degrees.

To find the number of degrees the ship turns when changing course from east to southeast, we need to calculate the difference between the two bearings.

135° - 090° = 45°

So, the ship turns 45 degrees when it changes course from due east to southeast.