Calculate Sin 0
Using Triangle with angle 0 ,Hypotenuse 12, and bottom Leg 10
0
sin = perpendicular/hypotenuse for 0 angle, perpendicular = 0 so, sin0 = 0/hypotenuse = 0
firstly i want to tell that if ur angle is 0 then hypotenuse should be equal to the bottom leg & if this holds then sin0 = 0 (because sin(Angle) = perpendicular/hypotenuse & in the above question perpendicular =0)
I need a specific answer 0.???
so the specific ans is that your question is wrong because for a triangle with angle 0 hypotenuse must be equal to the base (bottom leg)
Calculate Sin 0 a.5/6 b.sqrt11/6 c./sqrt11/5 d.6/5
b
Calculate Cos 0 a. 5/6 b. sqrt11/6 c. sqrt11/5 d. 6/5
sorry i misunderstood O as 0 given since hypotenuse =11 bottom leg = 10 so perpendicular = sqrt(12^2 -10^2) so sin O = perpendicular/hypotenuse SinO = sqrt(144-100)/12 = 2*sqrt(11)/12=sqrt(11)/6 CosO = 5/6 TanO =sqrt(11)/5
Join our real-time social learning platform and learn together with your friends!