Answer:
x=12.99
h=7.5
Explanation:
- we us cosine rule first to look for OB
the triangle OCB is an isosceles triangle whereby angleOCB=120,angleCOB=angleCBO=30
thus length of BC is 15

=(15^2+15^2)-(2×15×15×cos 120)
=450-(-225)
a^2 =675
a=25.98=OB
x=15sin 60
=12.99
h=15sin 30
=7.5