Find the exact value of each of the other five trigonometric
Solution
10) given cosx =-3/5
but it is wrong
cos x >0 in QIV
if it is cosx =3/5
cosx =adjacent side/hypotenuse= 3/5
hypotenuse2=opposite side2+adjacent side2
52=opposite side2+32
opposite side2=25-9
opposite side2=16
opposite side=4
sin x <0 in QIV
sinx =opposite side/hypotenuse= -4/5
tanx =sinx/cosx=-4/3
cotx=1/tanx =-3/4
cscx =1/sinx=-5/4
secx=1/cosx=5/3
11) radius of unit circle is 1
so for any point in unit circle distance between origin(0,0) and point(-3 /2 ,1/4) should be less than 1
distance between origin(0,0) and point(-3 /2 ,1/4) =[(-3 /2 -0)2+(1/4)2]
distance between origin(0,0) and point(-3 /2 ,1/4) =[(3 /4)+(1/16)]
distance between origin(0,0) and point(-3 /2 ,1/4) =[13/16]
distance between origin(0,0) and point(-3 /2 ,1/4) <1
so point is inside unit circle
