Answer problem #1, parts A thru C. Please show ALL work, and accordingly. Thank you. Problem...
Answer problem #2, showing ALL work accordingly. Thank you. Problem 2 Use the sum-difference formulas to find sin(75º), cos(75°), and tan(75)
Answer problem #2, showing ALL work accordingly. Thank you. Problem 2 Use the sum-difference formulas to find sin(75°), cos(75°), and tan(75)
Answer problem #3, showing ALL work accordingly. Thank you. Problem 3 Use the half-angle formulas to find sin(22.5') and cos(22.5°)
Answer problem #3, showing ALL work accordingly. Thank you. Problem 3 Use the half-angle formulas to find sin(22.5') and cos(22.5°)
Please show all work and answer all parts of the question. Please do not repost the question and if you do please at least include the actual code and not the written answer that is incorrect to other posts. Consider the initial boundary value problem (IBVP) for the 1-D wave equation on a finite domain: y(0,t) 0, t > 0 t > 0 y(1,0) f(x) where f(x) =-sin ( 2 π-π (a) Plot the initial condition f(x) on the given...
please answer this asap i need this to bump up my grade! thank you so much i really appreciate it. Solve each of the following trigonometric equations over the given Total: 22 marks domains. SHOW YOUR WORK and make sure that your solutions are clearly indicated, either in exact values in terms of 2 or in degrees (depending on the given domain). When finished, submit your assignment to your instructor. a) sec 0 = - 2, 0<< 360° b) cos...
can you please do number 1 and number 2 and show the steps Answer all questions in the spaces provided. Show all WU! Write Sec (1- sin" @) as a monomial containing a single function in simplest for GEEST 2. Prove each of the following identities: csc sin = 1 + tan cosa tan 8 + cote = sec2 csce cos sin 2 sin x cos x C 2 tan x - = + tan2 x 1 3 a. Graph...
Please show all work and answer parts a and b! Thank you! Problem 1: The velocity of a particle traveling in a straight line is given by v- (6t 3t) m/s, where t is in seconds. If x-0 when t = 0, (a) determine the particle's deceleration and position when t = 3s. b) How far has the particle traveled during the 3-s time interval, and what is its average speed?
both parts please mp/ Written Response #4 1) Algebraically determine all of the solutions of sin 2x = 0<x< 21. - , for the domain b) Write the general solution to part 1 2) Prove the following trig identity (show all work for credit) COS csc q + cota 1 + 2 cosq+ 9 cscq - cota (1 + cosq) (1 - cos q)
PLEASE ANSWER ALL PROBLEMS CORRECTLY. THANK YOU! PROBLEM 1 PROBLEM 2 PROBLEM 3 PROBLEM 4 Write a polar equation of a conic with the focus at the origin and the given data. parabola, directrix x = 7 Write a polar equation of a conic with the focus at the origin and the given data. hyperbola, eccentricity 5, directrix y = -4 Consider the equation below. 1+ sin(0) (a) Find the eccentricity. e = (b) Identify the conic ellipse parabola hyperbola...