5

E Stale Hue 28 4...

Question

E Stale Hue 28 4

E Stale Hue 2 8 4



Answers

(a) 0 (b) 1 (c) 2 (d) 4

42. Um, I guess it's from two swan elasticity of demand was discussed in chapter six on application of the derivative where it was defined us. Okay, we got this equation for demand. Q and Price Peak. Find the general demand equation. Q equals FP for each elasticity function hint set each elasticity function equal to get that want. So for Q Okay, so we've got e. Is this for 42? Uh huh. So in 42 he is four p square over Q square by the equation equals P over. Q. Multiply sure de que over dp we want to solve for Q Mhm. So So thank you for this equation. Um, I guess we can separate variable rate. So first we can cancel. Q. Both sides multiplied Cuba side and divide people side and then become multiply Q. About four p equals negative. Q de que over dp so we can multiply DP hair. So okay, that's separate with Cain. Took were both sides. We got yeah, 2. 30 square because that day one half Q square plus yeah, and that's it. Q. You're going to be Yeah, it's all good. That's four four

Hello. The question is taken for differential equation and we have to find a solution of this differential equation. And the decision is the square minus four square into why the square minus for the whole square. And why is it that you like and or paper to do so these square minus four. Scared is equal to zero and let capital D. Is equal to be over the eggs. Okay. So it be spared for recorded zero. So we get a. D. Is B is equal to two tomato. These equal to -2 from a -2. So the solution of the situation will be why is it working A. T. To the power to its plus bx U. To the power to it plus C. Into before explanation minus to wait. No C. D. X. Exponential -2. It it is the required solution of this differential location since it is to be powerful. So they exist for solution of this solution. And this terrified solution of the differential equation. Hope this creation

Hello. So the question is taken from differential equation and we have to find a solution of this differential equation which is D four plus eight. D square Plus 16 is equal to zero into white. Okay, since I cannot be called to zero, so D four plus eight days square plus 16 is equal to zero. Like days equal to D over dx. So from here the solution we can try to test the four plus For the square plus for the square plus 16 is equal to zero. So that will be the square plus four cardboard square. That will be equal to zero. So the solution of the situation will be these equal to Y. O. To the Y. O. To And other days -1 wild. So that solution will be bye. Is it called a course? Let me like it is Because of two eggs A plus B. X. Plus. Sign up to its C. Plus the expertise required solution of this differential equation. Hope this clears your doubt and

Hello. So the ocean is taken from differential equation and we have to solve this differential equation in order to evaluate the solution while, okay so the given equation is default plus a. D. Square plus 16 in your way is equal to zero. So this whole Tom is a complete square which is the square plus four whole square into. Why is equal to do. Why cannot be equal to remove and is equal to D. By the X. So Why cannot busy? Also despair. Plus four holds very equal to zero. So that out of the situation are these equal to Y. O. To Y. O. To minus Toyota minus Toyota. Okay so we can write the solution is a plus bh course, weights plus C. Plus D eggs signed to which this is the solution of the equation. All disclosed. Your doubt and thank you.


Similar Solved Questions

5 answers
8 7 Ve ias the 3 dt-0] the dt larbitrary integral constanti)
8 7 Ve ias the 3 dt-0] the dt larbitrary integral constanti)...
3 answers
Let X be random variable with the following probability density function,2 sin(c) if 0 < 1 < T fx(r) = 0 otherwiseFind the mean and variance of X.b. Find the mean and variance of the random variable X2 with the fol- lowing distributions:X ~ N(p,o)(ii) X ~ P(A)(iii) X ~ Expo(A)
Let X be random variable with the following probability density function, 2 sin(c) if 0 < 1 < T fx(r) = 0 otherwise Find the mean and variance of X. b. Find the mean and variance of the random variable X2 with the fol- lowing distributions: X ~ N(p,o) (ii) X ~ P(A) (iii) X ~ Expo(A)...
5 answers
1 3 1 1 55' 1 1 L K: 9 1 1 1 1 H 1 6 1 01 M! 9 K 1 1 H 1 !1 8 1 9 1 4 2
1 3 1 1 55' 1 1 L K: 9 1 1 1 1 H 1 6 1 01 M! 9 K 1 1 H 1 ! 1 8 1 9 1 4 2...
5 answers
Thunderstorm Speeds meteorologist who sampled across thunderstorms certain state was 16 miles nour: found that the average speed at which they traveled answers to at least two The standard deviation of the sample was 2.6 miles , decimal places_ per hour: Round the finalPart:Pert 1 of 2Find the 90%0 confidence interva) of the mean; Assume the variable normally distributed_ < H
Thunderstorm Speeds meteorologist who sampled across thunderstorms certain state was 16 miles nour: found that the average speed at which they traveled answers to at least two The standard deviation of the sample was 2.6 miles , decimal places_ per hour: Round the final Part: Pert 1 of 2 Find the 90...
5 answers
There are 10 kcys and only one of them can open lock: We do not know which key Can Open the lock; but we will try them one by one until we find the right key: We record the key(s) which we have already tried. Let X denote the number of times tried t0 lindl the right key:What $ the support Md pM[ of X? (b) What's the mean and variance of X?
There are 10 kcys and only one of them can open lock: We do not know which key Can Open the lock; but we will try them one by one until we find the right key: We record the key(s) which we have already tried. Let X denote the number of times tried t0 lindl the right key: What $ the support Md pM[ of...
5 answers
Find the dlfference quotient of t that is, lind Ixth)_Ik2 h + 0,for Ihe following funclion Be sure to simplify:((x)- 2x+x-3 f(xth)aI(x) (Simplily your answer )
Find the dlfference quotient of t that is, lind Ixth)_Ik2 h + 0,for Ihe following funclion Be sure to simplify: ((x)- 2x+x-3 f(xth)aI(x) (Simplily your answer )...
5 answers
Let % denote the amounttimeboolcreseneactually checked out_ and suppose the cdf is the following.F(x) =0 $ * < 4Use the cdf obtain the following: (If necessany; round your answer Calculate P(* $ 3).four decimal places-)(b) Calculate P(2.5 $ X $ 3).Calculate P(X > 3.5).what the median checkout duratlon p? [solve 0,5 F(p)I:Obtaln the density function f(*).(() F (*)Calculate E(X) (g) Calculate V(*) and Ox'V(X) =
Let % denote the amount time boolc resene actually checked out_ and suppose the cdf is the following. F(x) = 0 $ * < 4 Use the cdf obtain the following: (If necessany; round your answer Calculate P(* $ 3). four decimal places-) (b) Calculate P(2.5 $ X $ 3). Calculate P(X > 3.5). what the media...
5 answers
Suppoce = 2S0. mLAast (5 fillcd wth I0mdl NO , 0.90 mM ot €O ad 0.20 mol & NO. Tte following reaction Dacomes possibte;No ()+colu) nO(e)+c0,()colhibcnet cnnmnne K tor thls Faction 7.S0Jt tne temecratur? Ue MaskCalculata Uc couilibrivm molonty ol NO; Round Your answerDOGmTa olce?
Suppoce = 2S0. mLAast (5 fillcd wth I0mdl NO , 0.90 mM ot €O ad 0.20 mol & NO. Tte following reaction Dacomes possibte; No ()+colu) nO(e)+c0,() colhibcnet cnnmnne K tor thls Faction 7.S0Jt tne temecratur? Ue Mask Calculata Uc couilibrivm molonty ol NO; Round Your answer DOGmTa olce?...
5 answers
Score: 0 of 1 pt6 0l 28 (3 complele)2.3715Use the given graph of the funclon t0 IInd the functlon Information (A) Intercepts (B) Vertex Maxlmum minlmum (D) Range(A) State the x-intercept(s)needed , Use comma l0 separate answers as needed ) (Round to the nearest Integer a5ung Ihen click Check Answer ErterMour answer in the answer boxFersining
score: 0 of 1 pt 6 0l 28 (3 complele) 2.3715 Use the given graph of the funclon t0 IInd the functlon Information (A) Intercepts (B) Vertex Maxlmum minlmum (D) Range (A) State the x-intercept(s) needed , Use comma l0 separate answers as needed ) (Round to the nearest Integer a5 ung Ihen click Check A...
5 answers
Cakculate0u5t (Sinr "orJTepte)Culculats+?v4 +4r (7 ptz|
Cakculate 0u5t (Sinr "orJTe pte) Culculats +?v4 + 4r (7 ptz|...
5 answers
Which of the following occurs during apoptosis?(A) lysis of the cell(B) direct contact between signaling cells(C) fragmentation of the DNA(D) release of proteases outside the cell
Which of the following occurs during apoptosis? (A) lysis of the cell (B) direct contact between signaling cells (C) fragmentation of the DNA (D) release of proteases outside the cell...
5 answers
Rsin rIf possible, evaluate lim T7 cos r -
rsin r If possible, evaluate lim T7 cos r -...
5 answers
Find all the cntical points and local 4nd global extreza of the function f (x) T+ Zcos(r) On the interval [-27, Zn|" Clearly indicate whcther cach extrcmum %. local andlof elobal MAAImum Or minitnum; Give exact valucs for the X-coordinates of thc crilical points: round the y-coordinales t0 IWo decimal pluces You may
Find all the cntical points and local 4nd global extreza of the function f (x) T+ Zcos(r) On the interval [-27, Zn|" Clearly indicate whcther cach extrcmum %. local andlof elobal MAAImum Or minitnum; Give exact valucs for the X-coordinates of thc crilical points: round the y-coordinales t0 IWo ...
1 answers
In Exercises $1-6,$ find the domain and range of each function. $$g(x)=\sqrt{x^{2}-3 x}$$
In Exercises $1-6,$ find the domain and range of each function. $$g(x)=\sqrt{x^{2}-3 x}$$...
5 answers
DisplacementIMePenM IS equilibrium position of the object.nplitude ~uinnms plitude
Displacement IMe Pen M IS equilibrium position of the object. nplitude ~uinnms plitude...
5 answers
42 . (7 points) Find the area under the curve y = 3x2 + 6x-2 + 2 over the interval [1,2].
42 . (7 points) Find the area under the curve y = 3x2 + 6x-2 + 2 over the interval [1,2]....
5 answers
Determine % {F}:~S 7s - 2 F(s) = (s+3)2(s + 5)Click_here_to_view_the_table_of_Laplace_transi Click here to view the_table of properties_of_S {F} =
Determine % {F}: ~S 7s - 2 F(s) = (s+3)2(s + 5) Click_here_to_view_the_table_of_Laplace_transi Click here to view the_table of properties_of_ S {F} =...

-- 0.020168--