If cscα=75\displaystyle {\csc{\alpha}}=\frac{{7}}{{5}} such that α\displaystyle \alpha terminates in quadrant II and cosβ=38\displaystyle {\cos{\beta}}=\frac{{3}}{{8}} such that β\displaystyle \beta terminates in quadrant IV then

 cos(α+β)=\displaystyle {\cos{{\left(\alpha+\beta\right)}}}=  

Your answer should be exact but you do not have to rationalize your denominator.