please help solve this equation. find all the factors of this equation and solve each factor step by step. include an written explanation on how you solved the equation. An example will be given in the second photo attached sin (7³)Ix=0ecos(¹) = 0= 0ka, k is an integer= Vk, k is an integer=H=- Vk, k is an integerI= Vk, k is an integerThe second equation has nosolution since the exponentialfunction is positive, implyingthat the exponential functioncomposed with any other func-tion would also be positive.We solved the third equation byfirst noticing that the sine func-tion is zero on the unit circle atthe angle locations of 0 and T.So, all of the angles for whichthe sine function is zero wouldbe exactly the integer multiplesof T. Since the angle is r for thesine function, we set that equalto the integer multiples of randsolved for z by taking the cuberoot of both sides of the result-ing equation.Next, we combined the solutionsand checked to see if any of themwere extraneous. The domainsof the two sides of the equationare each (-00, 0o) since the ex-ponential function, sine and co-sine functions, and polynomialfunctions all have the domain(-00, 00). So, all of the solu-tions we found are actual solu-tions. Now, taking k = 0, wewould have z = V0 = 0, im-plying that the solution z = 0 isalready included in the solutionsVk, k is an integer.I=This is our final concise answer. Show What You Know: Solving Equations withVarious Function TypesMAT 190 PrecalculusObjectives: The purpose of this assignment is for you to:1. demonstrate your ability to solve equations with various function types;2. improve your mathematical writing to include full solutions with justifications;3. integrate mathematical statements into grammatically correct expositions.Assignment: Find all exact solutions to the following equations:2e 3(3x+5) cos(x³ + 1) = 0Include a detailed explanation for each mathematical step written in grammatically correctcomplete sentences within a 2-column format.

Question

please help solve this equation.  find all the factors of this equation and solve each factor step by step. include an written explanation on how you solved the  equation. An example will be given in the second photo attached sin (7³)Ix=0ecos(¹) = 0= 0ka, k is an integer= Vk, k is an integer=H=- Vk, k is an integerI= Vk, k is an integerThe second equation has nosolution since the exponentialfunction is positive, implyingthat the exponential functioncomposed with any other func-tion would also be positive.We solved the third equation byfirst noticing that the sine func-tion is zero on the unit circle atthe angle locations of 0 and T.So, all of the angles for whichthe sine function is zero wouldbe exactly the integer multiplesof T. Since the angle is r for thesine function, we set that equalto the integer multiples of randsolved for z by taking the cuberoot of both sides of the result-ing equation.Next, we combined the solutionsand checked to see if any of themwere extraneous. The domainsof the two sides of the equationare each (-00, 0o) since the ex-ponential function, sine and co-sine functions, and polynomialfunctions all have the domain(-00, 00). So, all of the solu-tions we found are actual solu-tions. Now, taking k = 0, wewould have z = V0 = 0, im-plying that the solution z = 0 isalready included in the solutionsVk, k is an integer.I=This is our final concise answer. Show What You Know: Solving Equations withVarious Function TypesMAT 190 PrecalculusObjectives: The purpose of this assignment is for you to:1. demonstrate your ability to solve equations with various function types;2. improve your mathematical writing to include full solutions with justifications;3. integrate mathematical statements into grammatically correct expositions.Assignment: Find all exact solutions to the following equations:2e 3(3x+5) cos(x³ + 1) = 0Include a detailed explanation for each mathematical step written in grammatically correctcomplete sentences within a 2-column format.

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