3

BrZHN(d)HaCO _OCHs(e)...

Question

BrZHN(d)HaCO _OCHs(e)

Br ZHN (d) HaCO _ OCHs (e)



Answers

\begin{equation}
\begin{array}{l}{\text { F. } \mathrm{NOCHANGE}} \\ {\text { G. } 1} \\ {\text { H. } \mathrm{me}} \\ {\text { J. } \mathrm{it}}\end{array}
\end{equation}

Problem. We're asked to calculate the lap last transform of the function e to the negative t sign to t. And to do this, we're just gonna work directly from the definitions integrating each of the negative x t times using the negative t sign to t t T. Now to integrate this, we're just gonna apply a integration by pots. In this case, we're gonna combine these two terms to be able to e to the one plus s thymus negativity. If we perform the integration by parts anti differentiating this, we're gonna obtain the value negative one of the one plus s corresponding to this negative one plus ask it times E to the negative one plus s T sign to t evaluated at zero. An infinity minus differentiating sign to t gives you to sign coast t. So this equation is e to the negative one plus s t coast to t. Nice thing here is you can also perform an integration by parts to evaluate this side on dhe. This side is completely annihilated because sign of zero zero and each the negative infinity is infinity performing in integration by bus again be obtained. This is equal to negative to over one plus s squared times e to the negative form plus s t coast to t evaluated at zero and infinity plus two times the integral of each of the negative one plus s t coast True T. Now, unfortunately, these terms are annihilated. If we can't fight them will find that the value of infinity is zero. But the value of zero is one to obtain that this is eagle to negative to over one plus s square minus four over one plus s squared times this integral which you're recognize as the black last transform Look e to the negative t coast duty evaluated s which is nice because we've expressed the lack last transform of a function in terms of itself. If you rearrange this equation will get, uh, that's, um, one plus four over one plus s square times the lack life transform with you to the native t sign to t uh, evaluated. It s people to to over one plus x squared. And now dividing on this side and simplifying we obtained the lap. Last transform is gonna be equal to two over one plus X squared plus four

So in the human question we have our metrics, we have a determinant which has given us a four X. S equal to X C zero X C one X plus one C one. In the second group we have two times XC one two times XC two And two times x plus one. See two in the third row we have six times X C two, six times XC three and six times x plus one X plus one C three. So we are told that this determined is equal to F of X. And we are told to find the value of f of 200. Right? So what we can do over here is We can take this determinant and perform a column operation in order to simplify this. Right? So we are going to do a column operation under uh determinant which is C3 changes to C three minus See one Last COO. So then we would have the metrics XC0 is we should know how to take a combination. Right? So a combination of the far N C r is taken us in factorial divided by divided by r factorial times and minus R. Factorial and minus R factorial. So this is how we can find the value of a combination. And the question we have X C zero which would be equal to X factorial divided by let's write it over here. Right? So we can write x C zero would then be equal to X factorial divided by zero factorial times, explained Zero factorial which is X factorial which is equal to one. As for X C one it would be equal to XC one is equal to x factorial Divided by one Factorial Times, X -1 Factorial. Which we can write us x factorial x times x -1 factorial. They wanted by X -1 factory in which is equal to X. And next what we have is X. See express one C one right express one C one which is equal to X plus one factorial divided by X divided by one factorial times X plus one minus one which is ex factory. So this would be equal to X plus one times ex factory and divided by ex factory in ex factory. And it's bacterial councils of. And what we have is X plus one. So similarly we can do uh do this to each combination in the determinant. And after doing the column operation on this determinant, what we would have as the determinant is they would have one XX- Plus one two X X Times X -1 and X plus one times x. Yeah then we have three x times x minus one and we have x times x minus one Times X -2. Right? And x minus X plus one times X Times X -1. So this is what we have, right? So now what we can do is we can take the we can do the column operation now which is C three changes to see three minus C one Plus C two. And since we have simplified the determinant first, by evaluating each combination, we got this determinant. And after the column operation we can write it once more. That is C three changes to see three minus seven plus C two, C three minus C one plus C two. We reject the determinant one X zero one X zero. Then we have two x x times x minus 10 and three x x minus one X times x minus one times x minus one. Explain this to. And here also we have zero. So once we did the column of pressure we got a column inside the metrics which is all zero. Right? So if any one of the row or column in a determinant is all zeros then the value of the determinant would be equal to zero as well. So now we found that the value of the determined given the question given us a four x for fix Is actually equal to zero, which means when we take off of 200, its value will also be equal to zero. So this is how we solve the given question. I hope you understood the mattered. Thank you.


Similar Solved Questions

5 answers
1. The graph of y = flr) - g(r) is shown Determine the approximate solution to the inequalityf(x) g(x)?
1. The graph of y = flr) - g(r) is shown Determine the approximate solution to the inequalityf(x) g(x)?...
5 answers
16.78 Write the structural formulas of the reaction products when each of the following esters is hydrolyzed under acidic conditions_H-C-0_CHz CHz CH; CH; CH; CH;- ~CH ~0-CH_CH3d. Ethyl valerate e. Butyl butyrate f. Pentyl benzoate
16.78 Write the structural formulas of the reaction products when each of the following esters is hydrolyzed under acidic conditions_ H-C-0_CHz CHz CH; CH; CH; CH;- ~CH ~0-CH_CH3 d. Ethyl valerate e. Butyl butyrate f. Pentyl benzoate...
5 answers
J =ii poincOloicciooodFind the radius of convergence, R, of the serles_3n - 1Find the Interval, I, of convergence of the serles_ (Enter your answer using interval notation:)Need Help?Raad ItWhtch ltIktet Tuter
J =ii poinc Oloiccio ood Find the radius of convergence, R, of the serles_ 3n - 1 Find the Interval, I, of convergence of the serles_ (Enter your answer using interval notation:) Need Help? Raad It Whtch lt Iktet Tuter...
5 answers
[-/4 Points]DETAILSSCALCET8 4.1.027.Sketch the graph of f by hand and Your sketch find the absolute and If =1 < * 4 ((x) = {a if 0 < * < 1Maximumminimmm(Enter You anskerscomm3~separated list;ansie0oes not exist_ ener DNE )abcolute Maximum vaiveo5olute Minimum valuelocal maximum value(s)Iocal Minimum value(s)
[-/4 Points] DETAILS SCALCET8 4.1.027. Sketch the graph of f by hand and Your sketch find the absolute and If =1 < * 4 ((x) = {a if 0 < * < 1 Maximum minimmm (Enter You anskers comm3 ~separated list; ansie 0oes not exist_ ener DNE ) abcolute Maximum vaive o5olute Minimum value local maximum...
5 answers
I# 3. Use Peints P: (V, 3,3) 0d Q: (1,71,1) o line_ L to answer Pacts (a) and (L) below:() Write Q vector equction fr line , Q . 6) Write 3 Scalar Puramelric ) equations for linc Q 4A. Let C() 3 Cor 4t Rsin4t _ 0 > with Lt < S kefck the grapk of this plane Curve.
I# 3. Use Peints P: (V, 3,3) 0d Q: (1,71,1) o line_ L to answer Pacts (a) and (L) below: () Write Q vector equction fr line , Q . 6) Write 3 Scalar Puramelric ) equations for linc Q 4A. Let C() 3 Cor 4t Rsin4t _ 0 > with Lt < S kefck the grapk of this plane Curve....
5 answers
Given %1 (t) = t2 and y2(t) = t-1 satisfy the corresponding homogeneous equation oft2y2y2t3 3t4 , t > 0Then the general solution to the non-homogeneous equation can be written as y(t) C1y1(t) + C2y2(t) + Y(t).Use variation of parameters to find Y(t).Y(t)
Given %1 (t) = t2 and y2(t) = t-1 satisfy the corresponding homogeneous equation of t2y 2y 2t3 3t4 , t > 0 Then the general solution to the non-homogeneous equation can be written as y(t) C1y1(t) + C2y2(t) + Y(t). Use variation of parameters to find Y(t). Y(t)...
1 answers
Suppose that $A$ is an $m \times n$ matrix and $k$ is a real number. Show that $$ (k A)^{\prime}=k A^{\prime} $$
Suppose that $A$ is an $m \times n$ matrix and $k$ is a real number. Show that $$ (k A)^{\prime}=k A^{\prime} $$...
5 answers
#24 He thc cuce Fneikn In tt folkyanc Itulc?EAbJcmFfomFoecM Ne
#24 He thc cuce Fneikn In tt folkyanc Itulc? EAb Jcm Ffom Foec M Ne...
1 answers
Determine whether the statement is true or false. If it is false, explain why or give an example that shows it is false. The function $f(x)=\frac{|x-1|}{x-1}$ is continuous on $(-\infty, \infty)$
Determine whether the statement is true or false. If it is false, explain why or give an example that shows it is false. The function $f(x)=\frac{|x-1|}{x-1}$ is continuous on $(-\infty, \infty)$...
5 answers
True or False: 0.33333 . . . is a rational number.
True or False: 0.33333 . . . is a rational number....
5 answers
1 IL Overall; When _ H effect size W QUESTION 1 Mnlel = U Was smal pasn aq 1 H 1 1 powei Independent t test with was for Cohen's d significantly L test were almost all boys most girls better than 1 chance is extraordinarily low very smalll gins Which Wnich for Omega 3 1 1 1 L more neauy OScpuina 1 IStnue
1 IL Overall; When _ H effect size W QUESTION 1 Mnlel = U Was smal pasn aq 1 H 1 1 powei Independent t test with was for Cohen's d significantly L test were almost all boys most girls better than 1 chance is extraordinarily low very smalll gins Which Wnich for Omega 3 1 1 1 L more neauy OScpuin...
5 answers
A battery of EMF 306.0 V is connected to a 100.0 ohm resistor.As a result, current of 2.0 A exists in the resistor. The rate atwhich energy is being dissipated in the battery is (in Watts)
A battery of EMF 306.0 V is connected to a 100.0 ohm resistor. As a result, current of 2.0 A exists in the resistor. The rate at which energy is being dissipated in the battery is (in Watts)...
5 answers
Examine the following attempt to rearrange into y = mx + b form.Find all errors (explicitly state them) and fix the errors to makethis completely correct.5x - 2y + 8 = 05x - 5x - 2y + 8 = 0 = 5x-2y + 8 = -5x-2y + 8 + 8 = -5x + 8(-2y)/2 = (-5x)/2 + 8/2y = -5/2x + 4
Examine the following attempt to rearrange into y = mx + b form. Find all errors (explicitly state them) and fix the errors to make this completely correct. 5x - 2y + 8 = 0 5x - 5x - 2y + 8 = 0 = 5x -2y + 8 = -5x -2y + 8 + 8 = -5x + 8 (-2y)/2 = (-5x)/2 + 8/2 y = -5/2x + 4...
5 answers
Luse uashboardTwo different capacitors, baving circular shape (with radius r= 10.0 cm) andsquare shape (wlth & 0 cm sides) 4re cunuected serles cuch other: I the dhstances betu ecu thcm ure d = 0.89 CM , calculate the total capacitance Of the sstem: (Note: Eo = 8 9r10-12 T =314) 421 pF B) 3.8 pF 042 pF D) 5.3 pF E) 6.6 pFtleLutfen birini secin:
Luse uashboard Two different capacitors, baving circular shape (with radius r= 10.0 cm) andsquare shape (wlth & 0 cm sides) 4re cunuected serles cuch other: I the dhstances betu ecu thcm ure d = 0.89 CM , calculate the total capacitance Of the sstem: (Note: Eo = 8 9r10-12 T =314) 421 pF B) 3...
5 answers
4mn najo RZZZ2 eCueanr Naatte UnFaru I0 (2 Inhaboa urlaca # 6J4fdeaniK0ac
4mn najo RZZZ2 eCueanr Naatte UnFaru I0 (2 Inhaboa urlaca # 6 J4f deani K0ac...
5 answers
Find Ihe maxlum profitand tho Qumbof & unils thal must te producod ant ~oldin Grdoc yield the marimum prafit Assume that revenue Rix) and cost Ctr] = prcducing * units are in dolarsRlx) - f0x- 0.5x' , C(x) = 6x * 10otdor Yield Io rhaanum prolto1 L Vfuto mrotbo Orojucad ueold (Swnolty Youk 4natort Rouno Ua nonrosi coht nedlod |
Find Ihe maxlum profitand tho Qumbof & unils thal must te producod ant ~oldin Grdoc yield the marimum prafit Assume that revenue Rix) and cost Ctr] = prcducing * units are in dolars Rlx) - f0x- 0.5x' , C(x) = 6x * 10 otdor Yield Io rhaanum prolto1 L Vfuto mrotbo Orojucad ueold (Swnolty Youk...

-- 0.029497--