Determine the values of the following tables. Show all of your work. Be mindful of possible multiple solutions.
Determine the values of the following tables. Show all of your work. Be mindful of possible multiple solutions.
Given that for a. How many solutions are possible for θ?b. In which quadrants would you find the solution(s)?c. Determine the reference angle for this equation to the nearest degree.d. Determine all the solutions to the equation to the nearest degree https://gyazo.com/e8cf39af08350ee90680ebcfe0d3dfc4
Solve the following linear trigonometric equations algebraically (without graphing technology) for all solutions in the domain 0 ≤ x ≤ 360°. Use exact solutions whenever possible. https://gyazo.com/649e0531a8bf1191dab85b54a20e468c
Solve the following quadratic trigonometric equations algebraically (without graphing technology) for all solutions in the domain 0 ≤ θ ≤ 360°. Use exact solutions whenever possible. https://gyazo.com/53805833e1d926721a17560025a6b858
In ΔABC, a = 7.2 cm, b = 9.3 cm, ∠A = 35° (6 marks)a. Determine the number of possible solutions.b. Determine the measure(s) of ∠B if it exists.https://gyazo.com/e90478a60ce3eaf07d489ff9ede72161
Prove the following identities. Show all of your steps.(12 marks) https://gyazo.com/c1f6f4d857de7a389117159cb5692f40
Determine the values of a, if any, for which all solutions of the differential equation y'' – (2a – 9)y' + (a? – 9a + 14)y = 0 tend to zero as t → 00; also determine the values of a, if any, for which all (nonzero) solutions become unbounded as t → . Solutions tend to zero as t + op as long as a (Click for List) A QE Solutions become unbounded as t → as long as...
For each, determine the amplitude, the axis of the curve, the range, the period, the phase shift, and the zero(s) within one period. Keep your solutions neat and organized. https://gyazo.com/dcc02af234b9dac906fbd4249f95ab9f
Must show all work legibly. (20 pts) Consider the following problem, where the values of C 20 and 220 have not yet been ascertained. Maximize Z=C,X, +C2X, subject to X2+3x258 A(0, 8/3) X1 + X, 54 B(2, 2) and x 20, X220. Use the graphical sensitivity analysis to determine the optimal solution(s) for (x...) for various C(4,0) possible values of c, and cz. When C, and satisfy - the optimal solution is point a 0,5 When C, and C, satisfy...
please show all work thank you! Leave space between solutions. CLEARLY LABEL YOUR SOLUTIONS TO EACH PART. 1. a) Show all the work required to write -12 csc = 4r in rectangular form. b) Show all the work required to write 2x=-6y? in polar form.
All three questions Determine whether the following series converge or diverge. Show your work and explain your reasoning. If a series converges, say what it converges to (if possible). Problem 1. Ln(Inn) Problem 2. n=3 nv n2 - 1 $ (-1)"8" Problem 3. 52n