Find the exact value of each of the remaining trigonometric functions of θ. sin θ= 3/4​, tan θ<0

Answer 1

quadrant II or IV is where tangents are negative

sinx = 3/4 is quadrant II

cscx = 4/3

cosx = -(sqr(16-9)/4) = -sqr7/4

secx = - 4/sqr7

tanx = -3/sqr7

cotx = -sqr7/3

hypotenuse = 4

opposite side = 3

adjacent side = -sqr(16-9) = -sqr7

cosx = adjacent side over hypotenuse

secx= 1/cosx

cscx = 1/sinx

tanx = sinx/cosx

cotx = 1/tanx