sin36=7/x how do you solve ?

Thank you anon2 for answering and question asker anon for giving feed back on the answer.

Lets take a look.

$$sin36=\frac{7}{x}$$

multiply both sides by x

$$\\x\times sin36=\not{x}\times \frac{7}{\not{x}}\\\\ x\times sin36=\not{x}\times \frac{7}{\not{x}}\\\\ x\times sin36=7\\\\$$

divide both sides by sin36    

$$\\x\times sin36=7\\\\ \frac{x\times sin36}{sin36}=\frac{7}{sin36}\\\\ x=\frac{7}{sin36}\\\\$$

Now when you put this into the web2 calc you have to put the 36 in brackets I think

7/sin(36)=

$${\frac{{\mathtt{7}}}{\underset{\,\,\,\,^{\textcolor[rgb]{0.66,0.66,0.66}{360^\circ}}}{{sin}}{\left({\mathtt{36}}^\circ\right)}}} = {\mathtt{11.909\: \!111\: \!316\: \!938\: \!145\: \!1}}$$

so 11.9 degrees is the correct answer.

What do you think the answer should be?  Maybe we can clear up the misunderstanding?

sin36=7/x
isolate x: x= 7/sin36   just input it into the calculator, like this 7÷sin36 .. thats it

i got 11.9 which is wrong