in the angle CAB=75, angle CBA=70,angle CED=115 fond measure of angle CDE.
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first we have to find the angle C
A+b+c=180degree
70+75+C=180
145+C=180
C=180-145
\large{\implies{C=35degree}}⟹C=35degree
Angle(ACB)=Angle(DCE) { vertically opposite angle)
35=Angle(DCE)
Using angle sum property :
D+angle(DCE)+E=180
D+35+115=180
D+150=180
D=180-150
\large{\implies{\green{D=30degree}}}⟹D=30degree
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