Sagot:
Paliwanag:
Sagot:
Paliwanag:
Narito ang isa pa solusyon, gamit ang Pagkakakilanlan:
Alam namin na,
Solve (2 + sqrt3) cos theta = 1-sin theta?
(4 + 1) pi / 2 Kung saan nrarrZ rarr (2 + sqrt (3)) cosx = 1-sinx rarrtan75 ^ @ * cosx + sinx = 1 rarr ( sin75 ^ @ * cosx) / (cos75 ^ @) + sinx = 1 rarrsinx * cos75 ^ @ + cosx * sin75 ^ @ = cos75 ^ @ = sin (90 ^ @ - (^ X + 75 ^ @ - 15 ^ @) / 2) = 0 rarrsin ((x + 60 (X + 60 ^ @) / 2) = 0 rarr (x + 60 ^ @) / 2 = npi rarrx = (X + 90 ^ @) / 2) = 0 rarr (x + 90 ^ @) / 2 = (2n + 1) pi / 2 rarrx = 2 * (2n + 1) pi / 2-pi / 2 = (4n + 1) pi / 2
Solve the eqn 25 cos x = 16 sin x tan x for 0 <or = x <or = 360. Maari bang tulungan ako ng sinuman sa ito?
Ang eksaktong sagot ay x = arctan (pm 5/4) na may mga approximations x = 51.3 ^ circ, 231.3 ^ circ, 308.7 ^ circ o 128.7 ^ circ. 25 cos x = 16 sin x tan x 25 cos x = 16 sin x frac {sin x} {cos x} 25/16 = {sin ^ 2 x} / {cos ^ 2 x} = tan ^ 2 x tan x = pm 5/4 Sa puntong ito kami ay dapat na gawin approximations. Hindi ko kailanman gusto ang bahaging iyon. x = arctan (5/4) approx 51.3 ° x approx 180 ^ circ + 51.3 ^ circ = 231.7 ^ circ x approx -51.3 ^ circ + 360 ^ circ = 308.7 ^ circ o x approx 180 ^ circ + -51.3 = 128.7 ^ Circle: 25 (cos (51.3)) - 16 (kasalanan (51.3) tan (51.3)) = -0.4 quad sqrt 25 (cos (231.3)) - 16 (k
Solve (sqrt (3) / cos (2A)) - (1 / sin (2A)) = 4?
Tingnan ang sagot sa ibaba ...> sqrt3 / (cos2A) -1 / (sin2A) = 4 => sqrt3 cdot sin2A-cos2A = 4 cdot sin2A cdot cos2A => sqrt3 / 2 cdot sin2A-1 / 2cos2A = 2 cdot sin2A cdot cos2A => sin2A cdot cos30 ^ @ - cos2A cdot sin30 ^ @ = sin4A => sin (2A-30 ^ @) = sin4A => 2A-30 ^ @ = 4A => 2A = -30 ^ @ => A = - 15 ^ @ HOPE IT HELPS ... THANK YOU ...