Answer :
i am not completely sure what you are asking but the measure of the missing angle is 30°
The measure of the missing angle in the triangle is 30 degrees.
Given that
A student drew a triangle with a side length of 14 units and angle measures of 82° and 68°.
We have to determine
The triangle is shown here with a missing angle.
According to the question
A student drew a triangle with a side length of 14 units and angle measures of 82° and 68°.
The sum of all the angles in the triangle is equal to 180 degrees.
Then,
[tex]\angle 1 + \angle 2 + \angle 3= 180\\ \\ [/tex]
Here, angle1 is 82 degrees and angle 2 is 68 degrees.
Therefore,
The missing angle of the triangle is,
[tex]\angle 1 + \angle 2 + \angle 3= 180\\ \\ 82+68+ \angle 3=180\\ \\ 150 + \angle 3=180\\ \\ \angle 3=180-150\\ \\ \angle 3=30[/tex]
Hence, the measure of the missing angle in the triangle is 30 degrees.
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