I think I can use the trig identity cos2θ=cos^2(θ)-sin^2(θ) but Im not sure how to manipulate it.-You are on the right track. Use:
cos(2θ) = 1 - 2sin^2θ.
This follows from your identity and the fact
Find the exact value of sin (w/2), cos (w/2), and tan (w/2) using the half-angle formulas WITH the following data: sin w = (12/13), pi/2
I already have the answer, but I do not know how to do the pro
its for a book thing i have to write , i need some help!
Expand and simplify the following: (show working)
even if you can just do a couple.. much appreciated !
a) 2(x-5)
b) 2(3x+1)
c)5(2x-3)+4(5x+2
Can the last row of a Reduced Echelon Form matrix be not of all zeroes and still called as a Reduced Echelon Form?
If everything in the matrix are reduced properly and nicely, just that last row isnt
Y intercept is 4. X intercept is -4.
and can you help with this one?
How would a graph with this table look?
Under X the numbers are -2, -1, 0, 1, 2. Under Y the numbers are 0, -1, -2, -3, -4-Why n
In the table under X the numbers are -2, -1, 0, 1, 2. Under Y the numbers are 0, -1, -2, -3, -4-y=mx+b
as the xs increase by one, the ys decrease by 1, so m, the slope is -1/1 =1
(0,b) =(0,-2)
y=-x-2
Given: A right triangle with sides of lengths 8, 15, and 17. Find the exact value of cos θ. Find the exact value of sin (θ/2).
And in order to understand this problem, could you explain step-by-step
Select the set of equations that represents the following situation: Mike invested $240 for one year. He invested part of it at 9% and the rest at 10%. At the end of the year he earned $23.42 in inter
Find the eact value of sin (2w), cos (2w), and tan (2w) using the double angle formulas. cos w = (-2/3), pi/2
Ok, I understand how to use the formulas to set up the problem, and I have the final answ
What is the limit of: (3x²+2x-1)/(9x²-1) when x->1/3?
The answer is 2/3 but it doesnt the same result i did-Start out by factoring the numerator and denominator to get:
(a) 3x^2 + 2x - 1 = (3x - 1)(x
This is generally seen as a polynomial question and in terms of alpha beta and gamma, rather than a, b and c but my book doesnt explain it AT ALL it just says its too complicated and just gives a simp
Since differentation is linear, you need to calculate the derivative of each term.8Sqrt(x) = 8(x)^(1/2) Recall the power rule and this becomes 8(1/2(x^-.5)) = 4/sqrt(x).10x by the power rule is 10. -3
consider a set S such that S = {(x,y) such that x
Heres what I have so far: any point (z,w) that belongs in the e-ball/e-neighborhood of (x,y) will be at a distance less that some small positive numb
9000 = -6t^2 + 3t +10000
t= seconds
H= meters
Solve for t-9000 = -6t² + 3t +10000
9000+6t² -3t -10000=0
6t² -3t-1000=0
put it in a quadratic form ax² +bx+c=0 i.e.
6t²+( -3)t+(-1000)=0where a=6 b=-3 c
There are six weeks that we average to get our final grade but our final exam is 15% of the final grade so what would be the formula to use?-If the final exam is worth 15%, then the six weeks must be