Find the measure of each angle indicated

Bearing in mind that the sum of all interior angles in a polygon is

180(n - 1),  n = number of sides in the polygon.

now, each of those polygons are QUADrilaterals, namely have 4 sides, so the sum of all the interior angles for each is 180( 4 - 1) or 360°.

11)

T is then  360 - U - V - S, or 360 - 90 - 90 - 65.

12)

N is 360 - K - L - M or 360 - 64 -116 - 64.

13)

E is 360 - F - G - H, or 360 - 100 - 105 - 85.

14)

U is 360 - T - S - V, or 360 - 95 - 95 - 60.

15)

T is 360 - S - R - Q, or 360 - 70 - 110 - 70.