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According to HOMEWORKLIB RULES I have to solve only the first question when multiple questions are given.So I am solving the first question.
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QUESTION 11 Solve 27sin(t)*cos(t) = -12sin(t) for the smallest non-negative solution QUESTION 12 Solve cos(x) =...
Question 13 Question 13 palace) – o for the smallest non-negative so Solve 6sin(2x) + 7sin(x) = 0 for the smallest non-negative solution
Solve for t, 0 < t <2pi 20sin(t)cos(t)=-8sin(t) t= ? Solve Csc(2x)-2=0 for the four smallest positive solutions x= Solve 2Cos^2(x)+2cos(x)+1=0 for all solutions 0<x <2pi x= Solve 2sin^2(x)-5sin(x)+2=0 for all solutions 0 <x <2pi x=? Solve sin^2(w)=-5cos(w) for all solutions 0 < w < 2pi w= ? if you could go over the steps of at lease one that would really help me understand and pull apart what I am supposed to do to solve more of these.
Solve-5sin2(x)-4cos(x)= -4 The smallest non-negative radian solution is: Preview The next smallest non-negative radian solution is: Preview Get help: Worked Example1
Solve for t, 0 <t < 27 16 sin(t)cos(t) = 6 sin(t) t = Solve sec(4x) – 2 = 0 for the four smallest positive solutions X=
Question 12 X-2 Solve X +3 SO. Express then solution in interval notation. Question 13 x2 - 4x +3 Determine the domain of f(x)= in interval notation. X - 1 Question 14 Given that f(x) = - 4x + 3 is a one-to-one function. Determine f-1(x). Question 15 Given that f(x) = 2x + 3, and g(x)=2x2 – 1. Determine (gof)(x), expand, and simplify.
Question 14 5 pts Consider the parametrically defined curve a. x = 6sin(3t), y=t, z = 6cos(3t); (0,71,- 6) Find the equation of the osculating plane of the curve at the given point 4x + 18y = 18 b. X + 18y = 1871 4x - y = - 1871 d. X - 18y = - 1871 x + 18y = - 1871 C. e. a Ob С Od e
0.65 for the Solve sin(3x)cos(5x) – cos(3x)sin(5x) = smallest positive solution. x = 10 X
find the general solution of the differential equation by using the system of linear equation. please need to be solve by differential equation expert. d^2x/dt^2+x+4dy/dt-4y=4e^t , dx/dt-x+dy/dt+9y=0 Its answer will look lile that: x(t)= c1 e^-2t (2sin(t)+cos(t))+ c2 e^-2t (4e^t-3sin(t)-4cos(t))+ 20 c3 e^-2t(e^t-sin(t)-cos(t))+2 e^t, y(t)= c1 e^-2t sin(t)+ c2 e^-2t(e^t-2sin(t)-cos(t))+ c3 e^-2t(5e^t-12sin(t)-4cos(t))
Team Member Team Member Solve by squaring both sides. cot x-cscx sinx + cos x 2 2. Solve by factoring groups 413 sin2x sec x- V3 sec x +2 =8sin2x 4 sin x cos x- 2v3 sin x - 2 cos x + V3 - 0 Solve using identities 3. 1 + tan2x 3 cos(2x) - cos x +1 0 4 tan2x Solve equations in the form A sin(BxC) D = k 4. 250 sin - 125 0 1235 cos...
i need help evaluating each of the integrals! thank you in
advance!
n 9 10 11 12 13 14 15 t? f (2x® – 1)dx b) $\(5x – 7)da c) | 5e?* f(et)dx 0 d) f (5 sec(3x)) tan(3x) - dx cos(3x) (Vx :-1) dx 1 f (6sin(2x)) - dx sec(2x) 12