5

14(1 Point)If Xf(t)} = F(s) ad X{g(t)} = G(s), then >-'{F(s)G(s)} = f(t)g(t):TrueFalse...

Question

14(1 Point)If Xf(t)} = F(s) ad X{g(t)} = G(s), then >-'{F(s)G(s)} = f(t)g(t):TrueFalse

14 (1 Point) If Xf(t)} = F(s) ad X{g(t)} = G(s), then >-'{F(s)G(s)} = f(t)g(t): True False



Answers

True or False? If true, prove it. If false, find the true answer.

$351 .$ If given a half-life of $t$ years, the constant $k$ for $y=e^{k t}$ is calculated by $k=\ln (1 / 2) / t.$

In discussion here. We record about a half life upper substance. So suppose then the amount is modeled by the Y T in Khartoum. The the power Katie. Now, initially, we will have the 100 0. It will go to the the Bauer Zero Tom Sky, which is equal to the one and that will be equal. We denoted by the ones around here. And then it was considered a half on the substance, half off the amount. And then we shouldn't gender wise over to it will go to the E pal Katie. And from here, they want to find a value. Okay, first of all, we need to do the an animal side, and we do. So we should get the island on the Y zero and then Manus Island. I'm with you. It would be go to the Katie, and from here we will have the okay. He will equal thio the online under y zero minus and then up to dividing by the tea. And from here we say that this one is different from the island off I half divided by the D. So therefore, the stamen in the question will be phones. Yeah,

So in the following question, we know that one U S dollar the Christmas it's family and Japanese currency again at a rate of 2% per year. So we're starting off. As with the belly of $1 is equal to 250. Yeah, ponies, yen. So with this information, they want to know how long it will take. So that one U S dollar is equal to one Japanese yen. So we know that this type of problem can be model with an exponential question in the form y sickle to why not times e recent negative, Katie. Now let's so for the time T, which is what it is interesting us. So we divide both sides by Why not? Will have. Why divided by why not physical two year resting. Negative, Katie. Now let's take the natural logarithm from both sides. So why did right away? Why not physical to native Katie? And so the time that we need to find a sequel to negative natural logarithms off. Why divided my Why not times one over k. So we're giving Why? Why not this case? Why Must be one you know why not? Must be 250. Now, in this case, we need to find Kate, but we don't know anything about Kay. However, we know that after one year the valley of one U. S. Dollar Japanese currency changes by 2% decreases by 2% per year. Someone's just gonna indicate this with a negative too. So we know that after one year, why is gonna be in 88? He read it by 100? Why not? And this must be true. And this is sickle to why not? China's e rested Negative. Kate Temp's one. From this equation we confined Kay, you've resold for Kay. We'll find out that it is equal negative natural logarithms of 98. He berated by 100. Now we can substitute this information over here to find a pal if t so it is gonna be equal. I'm just gonna use in their wiper. So t is going to be equal to negative natural look. Ariston off. One divided by 250 times negative natural logarithms. Oh, sorry. Negative one over. Natural logarithms off in 88 he berated by 100. And it was just If you approximate this, this will be equal to 273.3 years. So it takes 273 years to make. So that sorry one U. S. Dollar a sequel to one definition.

In this problem we will cover differentials of two variable functions. So the statement given implies that if the differential of a function F at a 0.11 is equal to the differential of a function G at the 0.11 then that means that the function F is equal to function G. Now, as a reference I have in Green the equation of a differential. And we see that it's comprised of the partial derivatives of a function with respect to X and Y at a point A B. So if the differential of a function F is equal to the differential of a function B. And that B G, then that means the partial derivative with respect to X at the 0.11 is going to be equal to the other partial derivative respect to X at 11 And also the partial derivative with respect to Why at 11 for function F is going to be equal to the function the partial derivative with respect to why of the function G at 11 Yeah. And we know that it is possible for two functions that are not the same to have the same partial derivative. And since that's the case, we know that the given statement has to be false, the same differential does not imply that two functions are the same.

Okay, We are going to now be proving the statement. So one cost one squared is the same thing. As for because there's just some things to square, which is 44 is the same thing as four times one. This means that p of n is false for all the others. Therefore, the statement is true.


Similar Solved Questions

5 answers
Point) The angle between 0? and 360" that is coterminal with the 1821" angle I5degrees_
point) The angle between 0? and 360" that is coterminal with the 1821" angle I5 degrees_...
5 answers
100 polntsEnter your answer in the provided box.If 30.0 mL of 0.150 M CaClz is added to 31.0 mL of 0.100 M AgNOz what is the Aein of the AgCl precipitate?DelerenceseBook ResourcesMuliparAnswer
100 polnts Enter your answer in the provided box. If 30.0 mL of 0.150 M CaClz is added to 31.0 mL of 0.100 M AgNOz what is the Aein of the AgCl precipitate? Delerences eBook Resources MuliparAnswer...
2 answers
(10 marks) Suppose that L is a CFL over the alphabet > = {1} Show that L is regular:Use PDAs: Marks will be given for clarity:
(10 marks) Suppose that L is a CFL over the alphabet > = {1} Show that L is regular: Use PDAs: Marks will be given for clarity:...
5 answers
{1 1 1 1 101-5
{ 1 1 1 1 1 01-5...
5 answers
1 Jhjunaauulna 1 W uinbulV 1 5KLAAMA 1pallle path:Marn m
1 Jhjunaauulna 1 W uinbul V 1 5 KLAAMA 1 pallle path: Marn m...
5 answers
Question 2Which direction does the electric field point around the positive termina The electric field points towards the positive terminal's surfaceIithium battery?The electric field does not leave the inside of an alkaline battery:Electric fields are not real, just mathematical constructionThe electric field points away from the positive terminal' s surfaceThe electric field is scalar quantity and therefore has no direction_
Question 2 Which direction does the electric field point around the positive termina The electric field points towards the positive terminal's surface Iithium battery? The electric field does not leave the inside of an alkaline battery: Electric fields are not real, just mathematical constructi...
5 answers
IncorrectQuestion 100 / 10 ptsRemember that q=VCWhat would be the maximum charge in Coulombs if you have 4 volts and capacitor of 330 micro Farads? answer in Coulombs (Answer with three significant figures or NJA if there is no answer:)0.001
Incorrect Question 10 0 / 10 pts Remember that q=VC What would be the maximum charge in Coulombs if you have 4 volts and capacitor of 330 micro Farads? answer in Coulombs (Answer with three significant figures or NJA if there is no answer:) 0.001...
5 answers
5.A + 28 ZC +0 + 46.0ka) pressure is increased b) temperature is raised c) A is added to the system6.3A + 38 = C + 20 + 25.2Ua) pressure is decreased b) temperature is decreased c) A is added to the system
5.A + 28 ZC +0 + 46.0k a) pressure is increased b) temperature is raised c) A is added to the system 6.3A + 38 = C + 20 + 25.2U a) pressure is decreased b) temperature is decreased c) A is added to the system...
5 answers
Tne uncentainty position 0l & proton conlined Io Ine nucleus of an atom roughly Ihe diameler of Ine nuclensPar &Mhis d ameter 61410-15 whal Is Int unconainty Lheproton € moaknium ? Exprest Hour Enewe0 uaing elgnlficant Ilguros:Foj AzdOncanKk * I/*SubanliBequael AnawqtProvide Foedback
Tne uncentainty position 0l & proton conlined Io Ine nucleus of an atom roughly Ihe diameler of Ine nuclens Par & Mhis d ameter 61410-15 whal Is Int unconainty Lheproton € moaknium ? Exprest Hour Enewe0 uaing elgnlficant Ilguros: Foj Azd Oncan Kk * I/* Subanli Bequael Anawqt Provide Fo...
5 answers
Excrcisc 14. (5pts) Find te the value of the following dejfinite integrals(142) (2spte)23r5 dc(14b) (2-Spts)(9e" + 4)dz
Excrcisc 14. (5pts) Find te the value of the following dejfinite integrals (142) (2spte) 2 3r5 dc (14b) (2-Spts) (9e" + 4)dz...
5 answers
A stubborn donkey experiences 1,390 J of work on it while it is displaced a distance of 8.5 m_ What is the force (in Newtons) it experienced during the time it was displaced? Round to the nearest tenth value
A stubborn donkey experiences 1,390 J of work on it while it is displaced a distance of 8.5 m_ What is the force (in Newtons) it experienced during the time it was displaced? Round to the nearest tenth value...
1 answers
Solve each problem. See Example 1. In $2016,$ the two American telecommunication companies with the greatest revenues were AT\&T and Verizon. The two companies had combined revenues of $\$ 288.9$ billion. AT\&T's revenue was $\$ 38.7$ billion more than that of Verizon. What was the revenue for each company? (Data from Verizon and AT\&T Annual Reports.)
Solve each problem. See Example 1. In $2016,$ the two American telecommunication companies with the greatest revenues were AT\&T and Verizon. The two companies had combined revenues of $\$ 288.9$ billion. AT\&T's revenue was $\$ 38.7$ billion more than that of Verizon. What was the reve...
5 answers
3. Compare and contrast the outer structures of gram (+) and gram (-) bacteria:
3. Compare and contrast the outer structures of gram (+) and gram (-) bacteria:...
1 answers
Use the half-angle formulas to solve the given problems. In electronics, in order to find the root-mean-square current in a circuit, it is necessary to express $\sin ^{2} \omega t$ in terms of cos $2 \omega t .$ Show how this is done.
Use the half-angle formulas to solve the given problems. In electronics, in order to find the root-mean-square current in a circuit, it is necessary to express $\sin ^{2} \omega t$ in terms of cos $2 \omega t .$ Show how this is done....
5 answers
Find all eigenvalues and eigenvectors for A = 72;]
Find all eigenvalues and eigenvectors for A = 72 ;]...
5 answers
Determine the type of conic section represented by each equation, and graph it. See $E x$ amples 1 and 2 .$$3 x^{2}+12 x+3 y^{2}=0$$
Determine the type of conic section represented by each equation, and graph it. See $E x$ amples 1 and 2 . $$3 x^{2}+12 x+3 y^{2}=0$$...
1 answers
Let $a(x)=1 / x, b(x)=\sqrt[3]{x}, c(x)=2 x+1,$ and $d(x)=x^{2}$ Express each of the following functions as a composition of two of the given functions. (a) $f(x)=\sqrt[3]{2 x+1}$ (b) $g(x)=1 / x^{2}$ (c) $h(x)=2 x^{2}+1$ (d) $K(x)=2 \sqrt[3]{x}+1$ (e) $\quad l(x)=\frac{2}{x}+1$ (f) $m(x)=\frac{1}{2 x+1}$
Let $a(x)=1 / x, b(x)=\sqrt[3]{x}, c(x)=2 x+1,$ and $d(x)=x^{2}$ Express each of the following functions as a composition of two of the given functions. (a) $f(x)=\sqrt[3]{2 x+1}$ (b) $g(x)=1 / x^{2}$ (c) $h(x)=2 x^{2}+1$ (d) $K(x)=2 \sqrt[3]{x}+1$ (e) $\quad l(x)=\frac{2}{x}+1$ (f) $m(x)=\frac{1}{2...
5 answers
Quesiion of 13 point) For the following conjecture, state Athe null and alternative hypotheses. The vcr240 weight loss of people who Homnae exercise 30 minutes per day for wceks is at least 8.2TablesFormulasThe null hypothesis Ho:The alternative (select) hypothesis isSubmit Assignment]me Remaining: 56 Min.Tulonal30833
Quesiion of 13 point) For the following conjecture, state Athe null and alternative hypotheses. The vcr240 weight loss of people who Homnae exercise 30 minutes per day for wceks is at least 8.2 Tables Formulas The null hypothesis Ho: The alternative (select) hypothesis is Submit Assignment] me Remai...
5 answers
Determine the 95% Confidence Interval (CI) of the following: 2.32, 2.45,2.56,2.34 given the 95% (-value is 3.182 for 3 degrees of freedom.
Determine the 95% Confidence Interval (CI) of the following: 2.32, 2.45,2.56,2.34 given the 95% (-value is 3.182 for 3 degrees of freedom....

-- 0.017847--