a) Given triangle is a right angle triangle
So we use trigonometric properties


y = sin(51) * 12
y= 9.3257515
y= 9.33
b) It is a right angle triangle
sin(theta) = opposite / hypotenuse
sin ( theta) =

theta =

theta = 67.38 degree
c)



x= 29.238044
Hypotenuse x= 29.24