Help!! Find all solutions. Please show steps. Thank you!
Help!! Find all solutions. Please show steps. Thank you!
Find all solutions on the interval 0< (or equal to) theta < 2pi Help! Show steps please. thanks
Please simplify the (1-sinT / cos^2T) + (1/(1 - sin(t))) side. I did the problem just didn't know all of the right steps and just assumed.. Please help! Thanks!...
I understand you get on the denominator (1+(1/sin(t)) I don't know how to simplify from there. please help! Thanks!
Find all solutions. Where k is the integer. please show steps! thank you
I don't know how to solve
Using the pythagorean identity, find the value of sin⊗ and tan⊗ if cos⊗= -1/2
Explain why sin⊗2 + cos⊗2=1
Find an angle θ, with 0? < θ < 360?, that has the same: (a) Cosine as 240? (b) Sine as 240?
Find the radian measure of the central angle of a circle of radius 96 km that intercepts an arc of length 294 km. Answer in units of rad
The π next to the 5 is pi. pls explain
The population of rabbits follows the curve represented by the equation: R=500 sin 1/2pie(m+3)+100 How many rabbits will be present in 38 months?
Suppose θ is an angle in standard position And cos θ=-1/2 and sinθ=-square root of 3 over 2. Can the value of θ be 60 degrees? Can it be -120 degrees ?
If f(x)=3sin(x) + 4(x)^x, find f'(3)
Find the exact value of: sin(7pi/6 + 3pi/4)
A.0 B.2 C.1 D.Infinity I need a step by step on how to do this.
I'm still new and confused with sin graphs. I know the answer is 4pi/9, 5pi/9, 10pi/9, 11pi/9, 16pi/9, 17pi/9 but unsure of how the denominator got to be 9. thank you!
Which function has a domain of all real numbers? A). y=sinx B) y=secx C) y=cotx D)=tanx I think it is A, sine. Correct?
A Ferris wheel has a center 55 feet above the ground, and a radius of 48 feet. If it takes 50 seconds for one revolution, give the equation that represents the wheel and sketch a graph.
If sin(theta) < 0 and tan(theta) > 0 then: Answer choices: 90degrees < theta <180degrees 180degrees<theta<270degrees 270degrees<theta<360degrees 0degrees<theta<90degrees This...