7:49 PM Sun Nov 12 . . . 35% AA myopenmath.com C + 1 1 M Bei lhrem K G comdirect -. Dashboard Posteingang M MyOpenMath x MyOpenMath M MyOpenMath M MyOpenMath Polar to Cart... Bank of Ame... HW 8.1 The Law of Sines Save progress Add Work Score: 90/100 10/10 answered X Question 6 0/10 pts ) 14-16 = 19 0 Details Score on last try: 0 of 10 pts. See Details for more. > Next question Get a similar question You can retry this question below Using the Law Sines to find a triangle with one obtuse angle if ZA = 45 , a = 27, b = 29. If no answer exists, enter DNE for all answers. degrees; degrees; Assume _n is opposite side u, _ _ is opposite side ., and _' is opposite side c. Add Work Submit Question7:49 PM Sun Nov 12 . . . 35% AA myopenmath.com C + M Bei lhrem K G comdirect -.. Course Hero Posteingang x MyOpenMath M MyOpenMath M MyOpenMath M MyOpenMath Polar to Cart... Bank of Ame... Fall 2022 HW 7.6 Modeling with Trig Functions Save progress Add Work Score: 0/90 2/9 answered Question 1 0/10 pts ) 30 29 0 Details Find a possible formula for the trigonometric function whose values are in the following table. x 0 1 2 3 4 5 6 y - 1 - 7 - 1 5 - 1 -7 -1 y = Question Help: DVideo Add Work Submit Question7:49 PM Sun Nov 12 . . . 35% AA myopenmath.com C + M Bei lhrem K G comdirect -... Course Hero Posteingang x MyOpenMath M MyOpenMath M MyOpenMath M MyOpenMath Polar to Cart... Bank of Ame... Fall 2022 HW 7.6 Modeling with Trig Functions Save progress Add Work Score: 0/90 2/9 answered Question 2 0/10 pts ) 30 29 0 Details The displacement of a mass suspended by a spring is modeled by the function h(t) = 11 sin (9nt) Where h(t) is measured in centimeters, and t is measured in seconds Find the: Amplitude: cm Period: seconds Frequency: Hz Question Help: DVideo Add Work Submit Question7:49 PM Sun Nov 12 . . . 35% AA myopenmath.com C + M Bei lhrem K G comdirect -.. Course Hero Posteingang x MyOpenMath M MyOpenMath M MyOpenMath M MyOpenMath Polar to Cart... Bank of Ame... Fall 2022 HW 7.6 Modeling with Trig Functions Save progress Add Work Score: 0/90 2/9 answered Question 3 0/10 pts ) 30 29 0 Details The following equation models the position of an oscillating object. s(t) = -2 cos(7t) Determine the following: a. amplitude = b. period = c. frequency = Add Work Submit Question10:33 PM Sun Nov 12 . . . 44% AA myopenmath.com C ch + E-Mail - Lan... DeepL Ubers... GeeklyHub |... Bei Ihrem Ko... M Bei lhrem Ko... G comdirect -... Course Hero Noten fur Fi... x MyOpenMath MyOpenMath ath Fall 2022 HW 7.6 Modeling with Trig Functions Progress saved Add Work & VOO Score: 67.5/90 9/9 answered X Question 1 0/10 pts ' 25 29 0 Details Score on last try: 0 of 10 pts. See Details for more. > Next question Get a similar question You can retry this question below Find a possible formula for the trigonometric function whose values are in the following table. y = 6 cos 3x X Question Help: DVideo Add Work Submit QuestionDividing 2 1 by 7 given in approximately -0.897. To create the alternating pattern of - 1 and - 7, we want to comine function to stand at ya - 2 for x = 0 and to be at its minimum value of - 7 when Mi increases by the portion of the period corresponding to one data point ( i. e. 0. 807) . To achieve this, we Det B to 271 20 .897 and Set ( to - 20 to perform the necessary horizontal 0 . 89 7 Shift . Therefore, the formula for the trigonometric function is y = 3 cos 2 75 01 897 0 :807 simplifying this expression further y = 3. cos ( 2 . 2 2 2 - 6 . 99 ) AndQuestion - 3 To find a formula for the trigonometric famefion, let's first obscure the pattern in the table ? 6 2 3 5 Looking closely at the values of y, we can see that the function is alternating between - I and - 7 or 2 increamres . This suggests that the function is either a sine or cosine friction : Let's consider a . Corine function : Cosine has a maximum value of 1 and a minimum value of - 1 , so it is a good candidate for our function . we alro know that corrine functions oscillat with a period of 21 , which means the pattern repeats every 291. We can start with a general formula for a cosine function . y = A cos ( Butc ) + D where A determiner the amplitude, B determines the period ,c . determines the horizontal shiff and D determines the vertical Shift: In our care, Since the manimum and minimum values of yare - 1 and - 7 , respectively, the amplitude is - 7 ) 23 . To keep the corrine function 2 Centered around 0, we will we a vertical Shift of - , So D Z- 4. Now , we need to determine Band ( to make the pattern fil on tables since the period is 20 and there are I data points in the table , we can divide the period by the number of data points to determine how much in needs to change for each data point