5

Ind the # J054 the 3t Y 1 3cos- B) 37r 1...

Question

Ind the # J054 the 3t Y 1 3cos- B) 37r 1

Ind the # J054 the 3t Y 1 3cos- B) 37r 1



Answers

Find $d y / d t$. $$y=\frac{1}{6}\left(1+\cos ^{2}(7 t)\right)^{3}$$

In this video, We're gonna go through the answer to a question of a 21 7.5. We were asked to find the solution in a bus based off following initial body problem. Eso taking bus transforms off. Both sides were using the fact that transforms our linear to do it to him. But, um and then using the standard formula for transforms operatives Eso Why capital? Why is the brush off? That's why some were using the initial values team transform off the second elusive off. Why, That would do the same for the first few months. It But why? Okay, because t my sci fi. So because tea is gonna be s so that yes, months one on sci fi is gonna be one of it. Sorry. Squared months. Well, scientist in a couple of restaurants form but one. But that's where minds work. So just X minus one of s squared. Sorry, It should be a plus one at the dinner later. It would be cost. He has The transformer s over a squared plus one. Sci fi has little class transform of one of X where possible, So that phone could be arranged for capsule. Why? So that's minus one of Esquire was one on the inside. We can add to that. An s on dhe one. So the ones coming from the minus three, uh, Cliff two, that is minus one was in at once. What sides? Okay, that divide by s squared minus to us. Because what? We just come from the coefficients off the Y terms? Elect inside. Let's make this look a bit Nita. So it's gonna be asked months. One course a squared plus one. Yes, plus one. And we was by the top by a square. Was once really floats by the bottom. Biased but squared. Plus one. Uh, this quadratic in this room later will factor eyes to guess minus one squared. I've asked the solution in the past space for this. It is your value problem.

In this video, we're gonna go through the answers. The question of a 15 A 7.5 were asked to find the solution in the vast space off this initial problem. So first taken, the plus transforms off both sides of the fresh equation. He's in the standard that there was for transforms off derivatives. Uh, big. Why is the place transform off? Little why? It's yeah. Why School at that squared times? Why? Minus minus one. Just go for at minus zero. That minus three times? Yes. Why was two times why cost he with us. Transform is yes. A squared plus one. Just using a look. Let's transform table. Okay, So why could be seen to be s of s squared? Plus one that we can minus one from both sides and divide by this s squared minus three. Yes. What's it to you? Uh then we could write. That's s minus s squared. Come on, This one I must find some bought by a scribe was what Theune? This s squared minus three experts too. It's going characterized to minus s minus two s minus one on that is the solution in the bus base. We weren't asked to find the solution so that this is always required

Section $3.6 problems. 65 were asked to find the derivative of this function with respect to T. So sometimes it helps with radical functions. Just rewrite them an exponential form. So this is one plus the co sign of t squared. All of that raised to the 1/2 power. So using our power rule, that's the first rule of so d Y. D t is going to be So is 1/2 10 1 plus the co sign of T squared raised to the minus 1/2 power, now the derivative of what's inside the parentheses. So the derivative of one is zero, the derivative of co sign of T squared. That's going to be minus sign of t squared now, times the derivative of T squared, which is to t. And so what it looks like is the the 1/2 and the two that's going to cancel. I'm gonna have a minus sign. So this answer is going to be minus T sign of t squared, divided by one plus the co sign of t squared. Um, and you can either say that's raised to the 1/2 or you could just put a radical sign there. So minus T scientist squared over the square root of one plus co sign t squared is the final answer in this particular case.

The given differential equation is one minus t y double slash less be by dash minus. So why equals two Sign I going lion zero equals to one. Why dash at zero equals to one. So we'll see that to your room. Why? We need to first convert this Given different chill form into this standard form on report provide double slash. Blessed be upon one minus D Why? Dash minus two upon one minus t by a close to stein be upon one my nest. So seeing this equation odd will you be you would be on GP must be continuous on the interval. For there exists a unique solution We see here that all stuff what our discontinuity at B equals to one here on five applies on the interval, defying from minus infinity to one and from one do infinitely since the initial condition are not at the 0.1 homer zero but odd instant act zero comma one. We do have ah, unique solution. Thank you


Similar Solved Questions

5 answers
(8 pts) A student used 11.456 mL of t-butyl alcohol, calculate the theoretical yield of your product in grams (use the balanced equation below to assist your calculations) (treat the two isomers as the same product for the purpose of the yield calculation) *Show all of your calculations* H2S04 catalyst CsHo +2H,0
(8 pts) A student used 11.456 mL of t-butyl alcohol, calculate the theoretical yield of your product in grams (use the balanced equation below to assist your calculations) (treat the two isomers as the same product for the purpose of the yield calculation) *Show all of your calculations* H2S04 catal...
5 answers
Part A: Discussions & Conclusion1. Fill in the blanks with the correct word/words/number:The difference between the Energy of the source and the work functionwill be converted tob. De Broglie Wavelength is directly proportional to eloctyandinversely proportional toThe energy a quanta is directly proportional to frequency is written by
Part A: Discussions & Conclusion 1. Fill in the blanks with the correct word/words/number: The difference between the Energy of the source and the work function will be converted to b. De Broglie Wavelength is directly proportional to elocty and inversely proportional to The energy a quanta is d...
5 answers
Find domain, range and level curve of following function and write name of the function which is determine equation of the level curve f(z,y) In(z2
Find domain, range and level curve of following function and write name of the function which is determine equation of the level curve f(z,y) In(z2...
5 answers
An organic compound contains only C, H, and 0. A 4.24 mg sample of the compound is completely burned and gave 6.21 mg COzand 2.54 mg Hzo. Calculate the mass percent of each element in the compound. (Show your caleulations) (4 Pts:
An organic compound contains only C, H, and 0. A 4.24 mg sample of the compound is completely burned and gave 6.21 mg COzand 2.54 mg Hzo. Calculate the mass percent of each element in the compound. (Show your caleulations) (4 Pts:...
5 answers
Find the power set of A, where A = {3x € Zl where,_2 < * < 2 and € € Z}. (The answer will be auto-graded You must provide the answer here on Canvas){0, {-1}, {0}, {1},-1,0}, {-1, 1}, {0, 1}}{0, (-1},{0} {1}{-1,0}, {-1,1},{0,1} {-1,0,1}}{0, {-3}, {0}, {3H-3, 0}, {-3,3}, {0, 3}, {-3, 0, 3}}{o}, {-3}, {0}, {3} -3 ,0}, {-3, 3}, {0, 3}, {-3, 0, 3}}
Find the power set of A, where A = {3x € Zl where,_2 < * < 2 and € € Z}. (The answer will be auto-graded You must provide the answer here on Canvas) {0, {-1}, {0}, {1},-1,0}, {-1, 1}, {0, 1}} {0, (-1},{0} {1}{-1,0}, {-1,1},{0,1} {-1,0,1}} {0, {-3}, {0}, {3H-3, 0}, {-3,3}, {0...
5 answers
In the laboratory student finds that it takes 216 Joules to increase the temperature of 13.2 grams of gaseous nitrogen from 21.0 to 37.7 degrees CThe specific heat of nitrogen she has measured isJg"C.Submit AnswerRetry Entire Group3 more group attempts remaining
In the laboratory student finds that it takes 216 Joules to increase the temperature of 13.2 grams of gaseous nitrogen from 21.0 to 37.7 degrees C The specific heat of nitrogen she has measured is Jg"C. Submit Answer Retry Entire Group 3 more group attempts remaining...
5 answers
Let $u(w, x, y, z)=x e^{y w} sin ^{2} z .$ Find(a) $frac{partial u}{partial x}(0,0,1, pi)$(b) $frac{partial u}{partial y}(0,0,1, pi)$(c) $frac{partial u}{partial w}(0,0,1, pi)$(d) $frac{partial u}{partial z}(0,0,1, pi)$(e) $frac{partial^{4} u}{partial x partial y partial w partial z}$(f) $frac{partial^{4} u}{partial w partial z partial y^{2}}$.
Let $u(w, x, y, z)=x e^{y w} sin ^{2} z .$ Find (a) $frac{partial u}{partial x}(0,0,1, pi)$ (b) $frac{partial u}{partial y}(0,0,1, pi)$ (c) $frac{partial u}{partial w}(0,0,1, pi)$ (d) $frac{partial u}{partial z}(0,0,1, pi)$ (e) $frac{partial^{4} u}{partial x partial y partial w partial z}$ (f) $frac...
5 answers
12. (2 points What is the formal charge on the oxygen atom in the resonance structure of the following compound?Resonance structureA) 0B) -2C) +2D) +lE) -1
12. (2 points What is the formal charge on the oxygen atom in the resonance structure of the following compound? Resonance structure A) 0 B) -2 C) +2 D) +l E) -1...
5 answers
Consider the matrices 6:;) and e-(;9 Compute the following matrices: 24+3B AB, BA: AB - BA:
Consider the matrices 6:;) and e-(;9 Compute the following matrices: 24+3B AB, BA: AB - BA:...
5 answers
Al Flla edlt Vaw Khsstory Bocmants Kinoom aQDIearn hawkeskedrning com5ve Latcertly Lesson:Combining Functions'ESIAWaSUncION2/26 CorractQuestion 2 of 10. Step 2 0f 2Consider the following functions:fG) = -Zrand g6) = M[ Stcp 26/ 2 Flnd te tormula for (EJo) and simpily your answerThan find the domain for J() Round your answerto two deomal places [email protected])Submll Antvan
al Flla edlt Vaw Khsstory Bocmants Kinoom a QD Iearn hawkeskedrning com 5ve Latcertly Lesson: Combining Functions 'ESIAWaSUncION 2/26 Corract Question 2 of 10. Step 2 0f 2 Consider the following functions: fG) = -Zrand g6) = M[ Stcp 26/ 2 Flnd te tormula for (EJo) and simpily your answerThan fi...
5 answers
Suppose that P Pz, and " lhate plmnes In R' ean 3+2=1 Pz: * +3v+&= Pa : 21 + 3y+ 4= : whete % som rcal number,uaa kintculhrouFor what Vulue ukuretthere
Suppose that P Pz, and " lhate plmnes In R' ean 3+2=1 Pz: * +3v+&= Pa : 21 + 3y+ 4= : whete % som rcal number, uaa kint culhrou For what Vulue ukuretthere...
5 answers
13. If m is the mass of the hanging weight; planar is the moment of inertia of the platter and r is the distance from the point where the force is applied to the center of rotation in the Znd law in rotation lab, the angular acceleration alpha of the platter is exactly: X: mOV Iplanar mi 2 C 4 : m Ipbnar + mr2 d : mgv I plana d = mr2 +Iplcinn
13. If m is the mass of the hanging weight; planar is the moment of inertia of the platter and r is the distance from the point where the force is applied to the center of rotation in the Znd law in rotation lab, the angular acceleration alpha of the platter is exactly: X: mOV Iplanar mi 2 C 4 : m I...
5 answers
Let and B be groups The direct product of nd B is the groupB = {(a.b) | a €Ab e B} with multiplication given by (a1' b1 ) (02.62) (01a2.b1bz) . It is easy check that {(4.1) a € A} is subgroup of A x B which is isomorphic to identify A with this subgroup. Similarly. we identify B with the subgroup { (1,6) e B}- Prove that A is normal subgroup of A x B and that (A x B)/A= B_
Let and B be groups The direct product of nd B is the group B = {(a.b) | a €Ab e B} with multiplication given by (a1' b1 ) (02.62) (01a2.b1bz) . It is easy check that {(4.1) a € A} is subgroup of A x B which is isomorphic to identify A with this subgroup. Similarly. we identify B wi...

-- 0.021565--