Answer:
[tex]a) sen (\theta)=-8/\sqrt{113} \\b) cos (\theta)=7/\sqrt{113} \\c) sec (\theta)=\sqrt{113}/7 \\d)csc (\theta)=-\sqrt{113}/8 \\e) cot(\theta)=-7/8[/tex]
Step-by-step explanation:
[tex]tan (\theta)= opposite side / adjacent side = -8/7\\os=-8\\ad=7\\h=hypotenuse = \sqrt{64+49}=\sqrt{113} \\a) sen (\theta)=os / h\\b) cos (\theta)=as / h\\c) sec (\theta)=h / as\\d)csc (\theta)= h / os\\e) cot(\theta)=as/os[/tex]