5

FMMLy ATC uctually ellipses: this ussention Cn suggesty - Lhese proved by sintt differentiul eqution of the puths 43 Dy 0 # Day Qur criticul p[Oim ((,0)[s evidemtly...

Question

FMMLy ATC uctually ellipses: this ussention Cn suggesty - Lhese proved by sintt differentiul eqution of the puths 43 Dy 0 # Day Qur criticul p[Oim ((,0)[s evidemtly centet thal stable but fUI asymptotically Sbl We now' sumtnarize all our finding> whxuut stabiluty in A single thcoremTheorem 11.1 The entica] poi (0, V)ofthe hitems wystem in Equntion (1L.22)i stble if ad orty dbxh cqujion (LWJhavc nonposllic Ial pArts, und iE { Jymp{etically [oole Weke Man only If balhi nowts havc povve Tex

FMMLy ATC uctually ellipses: this ussention Cn suggesty - Lhese proved by sintt differentiul eqution of the puths 43 Dy 0 # Day Qur criticul p[Oim ((,0)[s evidemtly centet thal stable but fUI asymptotically Sbl We now' sumtnarize all our finding> whxuut stabiluty in A single thcorem Theorem 11.1 The entica] poi (0, V)ofthe hitems wystem in Equntion (1L.22)i stble if ad orty dbxh cqujion (LWJhavc nonposllic Ial pArts, und iE { Jymp{etically [oole Weke Man only If balhi nowts havc povve Texl pertn If xe now wrile Equation ( 14,24) In the (orm m, Km ma=m ni Fq= 0 tnl ~(1 and . then our five cuses CAn bc descnkxd just = redily Icmi 0l Ihc coeliictcnts und 4, In fuct; ifwe interpret Ihese Casc5 m tc ["-4 plute. thcri Wc arrive #t & striking dingrai (Figure ,16) thut Jisplays 4 4 Elatk: tnc nature ind sLbiluty propcrtics (f the critical Prunt (0,() SYHPTOTICALLY ISTAHLE USTAALER STAILE Spiral n Nolet UNSTALE Scklc Motn, FIGURE 1.16" excludled, sincr by Conan Thc first thing notice | Ihut thc p-mxls (4 0, In light of what wc havc leanicd atkout thc: We elat (11.27 we know that m all of thc informatton contuined thc dlagrm follows dircctly (romn the hcl tuI oul



Answers

Archery. An archer shoots an arrow into a square target 6 feet on a side whose center we call the origin. The outcome of this random experiment is the point in the target hit by the arrow. The archer scores 10 points if she hits the bull’s eye—a disk of radius 1 foot centered at the origin; she scores 5 points if she hits the ring with inner radius 1 foot and outer radius 2 feet centered at the origin; and she scores 0 points otherwise. Assume that the archer will actually hit the target and is equally likely to hit any portion of the target. For one arrow shot, let S be the score.

a. Obtain and interpret the probability distribution of the random variable S. (Hint: The area of a square is the square of its side length; the area of a disk is the square of its radius times ?.)

b. Use the special addition rule and the probability distribution obtained in part (a) to determine and interpret the probability of each of the following events: { S = 5}; { S0}; { S ? 7}; {5< S ? 15}; { S 15}; and { S< 0}.

This question here, we're told that the diameter is equal to 4.50 inches and the slope is equal to 1/4. The slope is equal to the height over the diameter, 1/4 is equal to h over 4.50 inches, solving for each year. We find that it is equal to 1.125 inches. Now to solve for the length, it's equal to one. A formula here is h squared plus d squared. This is equal to 1.125 inches squared plus 4.50 inches squared. This is equal to 4.64 inches. So that would be the length to the length is equal to 4.64 inches and the width of the vent pipe would be the same as the damage, or that would be 4.50 inches. So here would be our answer to this question Yeah.

Let's find the length and width of the vent pipe. In this question. D. Is equal to 2.75 inches, and I am is equal to one fourth. So our formula here is M is equal that H over D. So. Mhm. Yeah. Hi, Okay, let me grab a few things here.

This question here, we're told that the diameter is equal to 4.50 inches and the slope is equal to 1/4. The slope is equal to the height over the diameter, 1/4 is equal to h over 4.50 inches, solving for each year. We find that it is equal to 1.125 inches. Now to solve for the length, it's equal to one. A formula here is h squared plus d squared. This is equal to 1.125 inches squared plus 4.50 inches squared. This is equal to 4.64 inches. So that would be the length to the length is equal to 4.64 inches and the width of the vent pipe would be the same as the damage, or that would be 4.50 inches. So here would be our answer to this question Yeah.

So I think the question, let's get a move around. So let's see here that area of inner circle is equal to pi r squared. Is he going to buy into 1? To the power to is equal to bye square faith. So area between inner and outer circle is required to buy Into 2 to the power 2 -9 is equal to three by square feet. The remaining area Is equal to 6 to the power 2 -9 into two. To the power to is equal to 36 minus four pi. So here is points and there is probability we had a video and here is 36 -4. Pi by 36 Is equal to 0.6509. and here is five And there is three pi by 36 Is equal to 0.2618. And here is 10 and he had his pie By 36 is equal to 0.0 873. And the second point is B Bracket S is equal to five Is equal to 0.2618. So p Bracket S is smaller than zero is equal to 0.2618 plus 0.0, 873 is equal to zero 3491. So here is the both the points which are given in the question that so the first point is area of inner circle is equal to pi R squared is equal to pi into one to the power to is equal to pi square fit. So area between inner and outer circle is equal to pi into two. To the power two minus pi is equal to three pi square fit. The remaining area is equal to six to the power two minus pi into two. To the power to is equal to 36 minus 45 points. And probability, so the point is zero and probabilities 36 minus 45 by 36 is equal to 0.6509 and the points is five and probability is 35 by 36 is equal to 0.2618 and points is 10 and probability is five by 36 is equal to 0.0 873 and the second point is three bracket S is equal to five is equal to 0.2618 and t bracket S. S. Is smaller than zero is equal to 0.2618 plus. 0.0 873 is equal to 0.3491. I hope you better understand about the points of for any further queries and now some there for help. So thank you


Similar Solved Questions

5 answers
(otlelcHJC CHyHCHBrWidc u ecna ne Nct hanastn Bur th: (cuchiun ouine_Ilnkatinc ialea and usiae Ntta Maeeecclnnentah MeAAAA @paln Eellouint' uhtnetrull cntueIi" Ucrh uthc {olhrn niGckyILatcE MTI s""tuulc Ws6 JiagranCll; DoupIICIL4 Wuu !dtnaeut
(otlelc HJC CHy HC HBr Widc u ecna ne Nct hanastn Bur th: (cuchiun ouine_Ilnkatinc ialea and usiae Ntta Maeeecclnnent ah MeAAAA @paln Eellouint' uhtnetrull cntueIi" Ucrh uthc {olhrn niGckyILatcE MTI s""tuulc Ws6 Jiagran Cll; Doup IICIL4 Wuu ! dtnaeut...
5 answers
CuetorLetXce random vcracle that follows Ine normal distributicn with EX 2 and o1 =4. newrondom vcriable Yi deiirec DY the tronsfcrmoticn Y= X-2 where Inl tne cbsolute vclue cfn Compute P(Y < 3) Show ycur wcrk in deto 5 the requrec probability does not appecrin the toble below: Use the closest proboclity value. Probabilities for the standurd normul distributionNotvet OnavereCHarcea IC.Codlag juemonFrobabyTable cntry for L5 the Tubbilin lying t0 tkc left of -
cuetor LetXce random vcracle that follows Ine normal distributicn with EX 2 and o1 =4. newrondom vcriable Yi deiirec DY the tronsfcrmoticn Y= X-2 where Inl tne cbsolute vclue cfn Compute P(Y < 3) Show ycur wcrk in deto 5 the requrec probability does not appecrin the toble below: Use the closest ...
5 answers
6. [15 marks] A system of three linear algebraic equations is given follows:2x + 3y + 2 I - y - 22 2y + 32~5'1). Express the system in matrix form; AX = B (2). Use Gaussian elimination (or Gauss-Jordan elimination if it is possible) to find the solution of the system
6. [15 marks] A system of three linear algebraic equations is given follows: 2x + 3y + 2 I - y - 22 2y + 32 ~5 '1). Express the system in matrix form; AX = B (2). Use Gaussian elimination (or Gauss-Jordan elimination if it is possible) to find the solution of the system...
5 answers
Which of the {following shows the ionic equation for the reaction of _ Fe(NO3h2 with NazCO3A) Fe2+(aq) + 2NO3" (aq) +2Nat (aq) + CO3-(aq) Fe2+ (aq) CO32-(aq) 2NaNO3(s)B) Fe2+ (aq) 2NO3 (aq) +Naz' (aq) + CO32-(aq) -~~> FeCOz(s) Naz + (aq) 2NO3" (aq)Fe2+ (aq) + 2NO3" (aq) +2Na (aq) + CO32-(aq) ~~>FeCOg(s) 2Na" (aq) 2NO3" (aq)D) Fe2+ (aq) + 2NO3" (aq) +2Nat (aq) + CO32-(aq) (NO3 )zlaq)FeNa2 (s) + CO32-(aq)
Which of the {following shows the ionic equation for the reaction of _ Fe(NO3h2 with NazCO3 A) Fe2+(aq) + 2NO3" (aq) +2Nat (aq) + CO3-(aq) Fe2+ (aq) CO32-(aq) 2NaNO3(s) B) Fe2+ (aq) 2NO3 (aq) +Naz' (aq) + CO32-(aq) -~~> FeCOz(s) Naz + (aq) 2NO3" (aq) Fe2+ (aq) + 2NO3" (aq) +2...
5 answers
131 L 1 courd 1 1 1 U [ 1 U 1 3 1 U He 1 3 1 8 1 eta 1 o1 Idonbtte 1 1 1 '
1 3 1 L 1 courd 1 1 1 U [ 1 U 1 3 1 U He 1 3 1 8 1 eta 1 o1 Idonbtte 1 1 1 '...
3 answers
Use variation of parameters to solve the given nonhomogeneous system X' =(-? 9)x+( ~7t
Use variation of parameters to solve the given nonhomogeneous system X' =(-? 9)x+( ~7t...
5 answers
UCecmbsQuestion 131 ptsA BJmes club huus 120 memhers of whom 40 play chess, S6 play Ixldge, nd : 26 plsy both chess and brldge: Th tncr the cluby mndeln chosen find tha probabllty thut hplays brklge %Vcn (nat she 0' ht plavs chess
UCecmbs Question 13 1 pts A BJmes club huus 120 memhers of whom 40 play chess, S6 play Ixldge, nd : 26 plsy both chess and brldge: Th tncr the cluby mndeln chosen find tha probabllty thut h plays brklge %Vcn (nat she 0' ht plavs chess...
5 answers
Find the area under the standard normal distribution curve between - = 0 andz= - The Standard Normal Distribution Jable and enter the arswer to decimal places,UseThe area between the two values
Find the area under the standard normal distribution curve between - = 0 andz= - The Standard Normal Distribution Jable and enter the arswer to decimal places, Use The area between the two values...
5 answers
(5 puan)Find the general solution to the differential equation Jy (y-I _212. dxAnswer:1 + Dezr i) y = TI+2 1 - Dezr1 + Dr? ii) Y = 21 +I+2 1 7 Drze1+e? iii) Yy = +0+2+D 1 _ er?iv) y = (1 + De2z)? + r +2None of above.Mark: the correct answer in the ois, whichever of the (i), (ii) , (iii) , (iv) , and (vJoptions is conect.
(5 puan) Find the general solution to the differential equation Jy (y-I _212. dx Answer: 1 + Dezr i) y = TI+2 1 - Dezr 1 + Dr? ii) Y = 21 +I+2 1 7 Drze 1+e? iii) Yy = +0+2+D 1 _ er? iv) y = (1 + De2z)? + r +2 None of above. Mark: the correct answer in the ois, whichever of the (i), (ii) , (iii) , (i...
5 answers
How many times more kinetic energy does the dump truck have than the car?
How many times more kinetic energy does the dump truck have than the car?...
5 answers
Use left sum and right sum with rectangles of equal width for the given value of to approximate the integral: Round the answers to two decimal places;(3x3+1) dx, n = 4left sumright sum
Use left sum and right sum with rectangles of equal width for the given value of to approximate the integral: Round the answers to two decimal places; (3x3+1) dx, n = 4 left sum right sum...
1 answers
Find closed form values for the sums, The sum in Exercise $10 .$ Hint: Differentiate the sum $\sum_{i=0}^{100} x^{i}.$
Find closed form values for the sums, The sum in Exercise $10 .$ Hint: Differentiate the sum $\sum_{i=0}^{100} x^{i}.$...
5 answers
2) Isd = (6,11,6) a linear combination of the vectors & = (2,1,4),6 = (1,-1,3),and € = (3,2,5)? Justify vour answer. If ves, give the linear combination:
2) Isd = (6,11,6) a linear combination of the vectors & = (2,1,4),6 = (1,-1,3),and € = (3,2,5)? Justify vour answer. If ves, give the linear combination:...
5 answers
A capacitor is made of two circular plates positioned closetogether. The plates have radius 3 cm and they are a distance1 mm apart. The plates are then connected to a 2 V battery.What charge accumulates on the plates?
A capacitor is made of two circular plates positioned close together. The plates have radius 3 cm and they are a distance 1 mm apart. The plates are then connected to a 2 V battery. What charge accumulates on the plates?...
5 answers
Question [4 marks]Show that f(.!) sin( + 3y) cos(2 Gy) is solution of the Wave equationdy?0r2
Question [4 marks] Show that f(.!) sin( + 3y) cos(2 Gy) is solution of the Wave equation dy? 0r2...
5 answers
Wronskian, linear independence 15 pts Compute the Wronskian of the system of functions f(r) 1, f2(r) , fsl) =sinr falr) TOpts Are the functions In linearly independent or not? Expluin. Spts
Wronskian, linear independence 15 pts Compute the Wronskian of the system of functions f(r) 1, f2(r) , fsl) =sinr falr) TOpts Are the functions In linearly independent or not? Expluin. Spts...

-- 0.018955--