Answer:
x=50
Explanation:
Since Angle BCD = 60 and Angle BAD = 10, Angle CDA must equal 60+10+Angle CDA=180 70+Angle CDA=180 Angle CDA=110
Since Angle BCD is 60 and Angle CDB is 110-x, Angle DBC must equal 110-x+60+Angle DBC=180 Angle DBC+170-x=180 Angle DBC=10+x
Since Triangle BCD is an isoceles triangle, 60=10+x, x=50