Question 1181736

Solve for the value of y 

link- https://docs.google.com/document/d/1hf8uwIw8fFnsNvDRnb9Zj-9iotF3XSFF1I16o44rGfw/edit?usp=sharing

can someone please solve the problem I am stuck 
<pre>Find &#8737Z first, by using the LAW of SINES, as follows: {{{matrix(2,3, z/sin (Z^o), "=", x/sin (X^o), 15/sin (Z^o), "=", 34/sin (110^o))}}} 
                                                   {{{matrix(1,3, 34 sin (Z^o), "=", 15 sin (110^o))}}} ------ Cross-multiplying
                                                      {{{matrix(1,3, sin (Z^o), "=", (15 sin (110^o))/34)}}}
                                                      {{{matrix(1,3, sin (Z^o), "=", .4146)}}}
                                                            {{{matrix(1,5, Z, "=", sin^(- 1)(.4146), "=", 24.49^o)}}}
That makes &#8737Y, 180 - (110 + 24.49) = 180 - 134.49 = 45.51<sup>o</sup>  
Now, you can find y by applying the Law of Sines once again. This is: {{{matrix(2,3, y/sin (Y^o), "=", x/sin (X^o), y/sin (45.51), "=", 34/sin (110^o))}}}
Follow the same concept shown earlier, to solve for side y, or side XZ.