4sin(x+y)=4sinxcosy-4cosxsiny
4sin(x+y)=
4(sinxcosy-cosysinx)=
4sinxcosy-4cosysinx
sinθ =1/2
θ = pi/6, 5pi/6
How many answers does x have in:
cosx = 1
infinity: 0, 2pi, 4pi...
Where is the Halfway Cafe Located, __(N,S,E,W) side of watertown
West side of Watertown
(sin2θ-1)-(cos2θ-1)=cos(2θ)
(sin2θ-1)-(cos2θ-1)=
(cos2θ)-(sin2θ)=
cos(2θ)
1 - 2 sin2 θ =0
sin2 θ = 1/2
sinθ = √2/2
θ = pi/2 .. or θ= 5pi/4
verify:
(-tan2x-1)/sec2x = -1
-1(tan2+1)/sec2
-sec2/sec2
=-1
What is the name of the taco place in front of WHS
Plazita Mexico Tacos
1-(2(1/cot2x+1)=cos(2x)
1-(2(1/cot2x+1)=
1-(2(1/cscx2x)=
1-(2sin2x)=
cos(2x)
sinθ=cosθ
tanθ= 1
θ =pi/4, 5pi/4 ..
Verify
(cos2x+sin2x)/(1-csc2x) = -tan2x
(cos2x+sin2x)/(1-csc2x)
1/-cot2x
1/-cos2/sin2
-sin2x/cos2x
= -tan2x
tan(x-y)=tanx/1-tanxtany + tany/1-tanxtany
tan(x-y)=
tanx+tany/1-tanx+tany=
tanx/1-tanxtany + tany/1-tanxtany=
2sin2θ - sinθ -1 =0
(2sinθ+1)(sinθ-1)=0
sinθ =-1/2 or sinθ =1
θ =-pi/6 0r θ =pi/2
Verify:
2cos(3pi)sin(pi) = 0
2cos(3pi)sin(pi)
(sin2pi - sinpi)
0-0
=0
What math classes does Ms Zeikel teach
Algebra 2, Geometry, Stats
-2tanθ/sec2θ=2tan/-1-tan2θ
-2tanθ/sec2θ
(-tanθ/sec2θ)+(-tanθ/sec2θ)=
(-tan/1+tan2θ) + (-tan/1+tan2θ)=
(-1/-1)*((tanθ/-1-tan2θ)+(tanθ/-1-tan2θ)*(-1/-1)=
(tanθ/-1-tan2θ)+(tanθ/-1-tan2θ)=
2tan/-1-tan2θ=
(sin2θ)-(cosθ)=0
2sinθcosθ-cosθ=0
cosθ(2sinθ -1)=0
cosθ=0 or 2sinθ-1=0
θ=pi/2 ... or θ= pi/6...
verify:
sin4xcos2x - cos4xsin2x = (2-sec2x)/sec2x
sin4xcos2x - cos4xsin2x = (2-sec2x)/sec2x
sin4xcos2x - cos4xsin2x
sin(4x-2x)
sin2x
2cos2x-1
2/sec2x - sec2x/sec2x
= (2-sec2x)/sec2
Oct 18 2019