Prove
SecTan=sin/1-sin2
turn everything into sin and cos, sec*tan=sin/cos2.Cos2=1-sin2 so sin/1-sin2=sec*tan
See paper
tanX=3/4
What identity is this?
cosA+cosB=2cos(A+B/2)cos(A-B/2)
Sum to product identities
when are we supposed to go back to the new Watertown highschool
After April vacation
sin(cos2)-sin=-sin3
factor out sin, so Sin(cos2-1)=sin(-sin2)=-sin3
Triangle ABC
Find c
a=12
b=14
<C=40°
c=9.08
If sin(-x)=-sinx, tan(-x)=-tanx, what is cos(-x)
cosx
How many Dunkin Donuts are there in Watertown
4
Prove
(1/1-sin)+(1/1+sin)=2sec2
Use common denominators, it becomes 1-sin2. Numerators each become 1-sin and 1+sin. 1-sin+1+sin=2. 2/1-sin2 is the same as 2/cos2 or 2sec2
Triangle ABC
Find c
a:15
<A:82°
<C:36°
c=8.9
What is the law of cosines?
a2=b2+c2-2bc(cosa)
Which major incident happened in 2013
The Boston Marathon bombing
prove
(1+sin)/(cos*sin)=(1/cos)((1/sin)+1)
Multiply out right side, so (1/cos*sin)+1/cos. Multiply the 1/cos by sin/sin, so that you can combine like terms and then you get (1+sin)/cos*sin which is the left side of the equation
Prove
Sec2θ/Sec2θ=Csc2θ
Sec2θ/Tan2θ
1/cos2θ / cos2θ/sin2θ
1/sin2θ
Csc2θ
How do you expand Sin(4x-3y)
sin4x(cos3y)-sin3y(cos4x)
Where is What Da Chick
Near Filippello Park
sin(x+y)sin(x-y)=sin2x-siny
Expand using ___to get (sinxcosy+sinycosx)(sinxcosy-sinycosx), simplify this down to sinxcosy2-cosxsiny2, turn the cos2 into 1-sin2, and factor out the sin2. Expand out the equation sin2x(1-sin2y)-sin2y(1-sin2x), and you get sin2x-sin2y, the right side of the equation
see paper
Angle ADB = 10 degrees
AD = 121.6
Simplify the equation using identities
((tan(pi/2-theta))2+1).5
1/sin
What was the original name of Watertown
Saltonstall Plantation