5

Q5 We have ordered a specific tool from "Best Homes" Inc Let Xdenote the amount of space that tool takes ina 1-ft3 packing container: The pdf c of Xis:30x...

Question

Q5 We have ordered a specific tool from "Best Homes" Inc Let Xdenote the amount of space that tool takes ina 1-ft3 packing container: The pdf c of Xis:30x"(1 ~ x), f(x) = 00 <x<1otherwiseCompute the CDF: ofX What is F (0.45)? Compute Ox

Q5 We have ordered a specific tool from "Best Homes" Inc Let Xdenote the amount of space that tool takes ina 1-ft3 packing container: The pdf c of Xis: 30x"(1 ~ x), f(x) = 0 0 <x<1 otherwise Compute the CDF: ofX What is F (0.45)? Compute Ox



Answers

Let $X$ denote the amount of space occupied by an article placed in a $1-\mathrm{ft}^{3}$ packing container. The pdf of $X$ is
$$f(x)=\left\{\begin{array}{cc}{90 x^{8}(1-x)} & {0< x<1} \\ {0} & {\text { otherwise }}\end{array}\right.$$
(a) Graph the pdf. Then obtain the cdf of $X$ and graph it.
(b) What is $P(X \leq .5)$ [i.e., $F(.5) ] ?$
(c) Using part (a), what is $P(.25< X \leq .5) ?$ What is $P(.25 \leq X \leq .5) ?$
(d) What is the 75 th percentile of the distribution?

The probability that this rendering variable is greater than or equal to two. He calls the anti girlfriend 2 to 4. And the probability density function, which equals miners or three arts. And for all 2 to 4. And the probability is 1 3rd The expectation, because the energy go from 0 to 4. Eric's times the probability density function Richie calls. Well, that's great log ax problem 124 It's 1:00. And this echoes 43 long for Which is approximately 1.8. Fuck the humanity of distribution function Vehicles into you go from 1 to X. And the probability density function where'd she calls Miners Forward three T From 12 ounce as a Chelsea cole's boy, X minus full 43 arts.

We know that the probability density function of the random variable Alex ears. Fx details one have access between zero and 1 and zero otherwise. and from exercise 20 we know that the humanity of distribution function of arts, he calls out And now why is the distance from the .1 x. to the region. And has why echoes the square root 1 0 Squared Plus X zero sq which it calls the square root of one plus X squared. Hence We have 1-1 transformation From X- one. And so the probability that why is smarter than or equal to Y. He calls the probability that X is Less than or equal to the square root of one. Why miners? Sorry? Wide square miners. What enhance? According to the to my native distribution function? The seacoast the square root of Y squared minus one. And hence we have the cumulative distribution function for what? And so The probability density function for one. Nicole's the derivative. Uh huh. The humanity of probability function. And this he kills Why over the square root. Oh, why squared minor sweat. And therefore the probability intensity function as why over the square root of y squared minus one and the cumulative distribution function. Yes, The Square Root of Wide Square Miners one and also why is from 12 sq Root two.

Yeah. The probability that a random variable is greater than equal to two vehicles Integral from 2- nine. Yeah. The probability density function, which he calls Miners 81 over 88 square problem 229 and they're see photos 77 over 320 The expectation he calls the integral from 129 X times probability density function, which echoes miners anyone over body X from Guangzhou China And their sickles. 1.8. The probability, sorry, the cumulative distribution function Because India girl from 1 to ask. And the probability density function Richie calls -81/80 t square From 1 to X. Yeah. CSC COz 81 x squared, miners H one over 80 X squared.

The probability is that the random variable X. Is greater than or equal to two. Because Integral from 2 to 20 a probability density function. And yes, he goes spray over Snowden 10 x squared miners execute or three and from two 20 And their sickles points 972. The expectation echoes the inter girl from 0 to 20 X times the probability density function and the anti derivative. Yes, spray over for seldom 20 yards cube over three miners tax to a false over fall and it equals the a cumulative distribution function Because the integral from 0 to X. And the probability density function. And this vehicles trail or for thousands 10 T squared miners G. over three From 0 to X. And this deco's spray over for hamburg acts squared minors while over for seldom. Yeah, that's cute.


Similar Solved Questions

5 answers
Consider the matrix A = [2 H4 (6) Find the eigenvalues and the associated stretch directions for the matrix 4?Fizd t2 cigstvalues and tbe associated stretch directions for the matrix A-I
Consider the matrix A = [2 H4 (6) Find the eigenvalues and the associated stretch directions for the matrix 4? Fizd t2 cigstvalues and tbe associated stretch directions for the matrix A-I...
5 answers
2. Calculate the specific density function of a single particle; |w | 2_ On onc-dimensional axis (x-axis) including the boundary condition as below; at * < 0 at 0 <x <L at x > L
2. Calculate the specific density function of a single particle; |w | 2_ On onc-dimensional axis (x-axis) including the boundary condition as below; at * < 0 at 0 <x <L at x > L...
5 answers
CuLate 1 Iw anOnaen *olubcn 1 collected 73 1 V V Hi 1 1 L 7o"Dcanalarronam
cuLate 1 Iw anOnaen *olubcn 1 collected 73 1 V V Hi 1 1 L 7o" Dcanalar ronam...
5 answers
QUESTION 21What is Pr(-2<2<-0.5)? T T I Arial3 (12pt)T
QUESTION 21 What is Pr(-2<2<-0.5)? T T I Arial 3 (12pt) T...
5 answers
Find the domain and range of the following functions:flx;y) = sin(x? +y) fixy) = x" Vyt 4Solve for 8u when[ = 2,= s =] and t = 0. given that u=xy+rl where:1 = 1e'; Y=re"' and z =r} sin tFor the function f6,y) =Ik-x sketch the contour map for the level curve f(x,y) = 0 , flx,y) = and flx,y) = 2.
Find the domain and range of the following functions: flx;y) = sin(x? +y) fixy) = x" Vyt 4 Solve for 8u when[ = 2,= s =] and t = 0. given that u=xy+rl where: 1 = 1e'; Y=re"' and z =r} sin t For the function f6,y) =Ik-x sketch the contour map for the level curve f(x,y) = 0 , flx,y...
5 answers
Toy plane with mass 1Okg spent 0.5 minute in flight with 5 m/s speed. If it lunched from rest: What is the average power delivered by the engine in Watt2.84.24.838
toy plane with mass 1Okg spent 0.5 minute in flight with 5 m/s speed. If it lunched from rest: What is the average power delivered by the engine in Watt 2.8 4.2 4.8 38...
4 answers
Q1) (Classification, Erstence aud Uniqueness Theorems) Civ eXAIple of Initial walue problem ordiuary dillereutial equation_secou-oraler litenr uouhomogeHCOlLSVerily tluat the fuuetjon V =solution of dillcret inl eqquationSrv (W) Use the existence And uniqueuees tlorcm lor the first order liueur dilfercutial equations find interval ju which the following initial vahe probleq has iatt: solution: + At)y' + In(t? J)v =0 4(-31 =4
Q1) (Classification, Erstence aud Uniqueness Theorems) Civ eXAIple of Initial walue problem ordiuary dillereutial equation_ secou-oraler litenr uouhomogeHCOlLS Verily tluat the fuuetjon V = solution of dillcret inl eqquation Srv (W) Use the existence And uniqueuees tlorcm lor the first order liueur...
5 answers
Of 3 the dicular (a) (C) (B) (A) line? to line v = V = 6 M 5* +5 MLE +5 line Hm 5 20 6 through 49 2 poiut 72 1 7 N
of 3 the dicular (a) (C) (B) (A) line? to line v = V = 6 M 5* +5 MLE +5 line Hm 5 20 6 through 49 2 poiut 72 1 7 N...
5 answers
5_ y = x2; [0,5]30 25 24 10#x-2 -[ 0 1 2 } + 5 67.y =x; [0, 1]
5_ y = x2; [0,5] 30 25 24 10 #x -2 -[ 0 1 2 } + 5 6 7.y =x; [0, 1]...
5 answers
If sec(𝛼) = -1312 where 𝜋2 < 𝛼 < 𝜋 and tan(𝛽) = 247 where 𝜋 < 𝛽 < 3𝜋2, find the exact values of the following.csc(𝛼 − 𝛽)sec(𝛼 + 𝛽)cot(𝛼 + 𝛽)
If sec(𝛼) = - 13 12 where 𝜋 2 < 𝛼 < 𝜋 and tan(𝛽) = 24 7 where 𝜋 < 𝛽 < 3𝜋 2 , find the exact values of the following. csc(𝛼 − 𝛽) sec(𝛼 + 𝛽) cot(𝛼 + 𝛽)...
5 answers
Afec 52.0 mig; 2200% of € CCpoJnd bas &corpcsed. WhE: Is te half-life of this Icaction asuning first-order kinelics?Tinmin
Afec 52.0 mig; 2200% of € CCpoJnd bas &corpcsed. WhE: Is te half-life of this Icaction asuning first-order kinelics? Tin min...
5 answers
20) (2 pts) Insert below drawing of the 3D structure for one cycloalkane product of this Sn? type reaction. 3D-stnucturo forproduct:CH,[-Bu21a) The reaction shown above results in number) total producl(s) that are stereoisomers of one another. Specifically, the isomers will wilh 21b) The intermediate structure of the first step in the mechanism will have aln) ~[trigonal pyramidal Itrigonal planer Itetrahedral] geometry:
20) (2 pts) Insert below drawing of the 3D structure for one cycloalkane product of this Sn? type reaction. 3D-stnucturo forproduct: CH, [-Bu 21a) The reaction shown above results in number) total producl(s) that are stereoisomers of one another. Specifically, the isomers will wilh 21b) The intermed...
5 answers
Plz
plz...
5 answers
You are riding bicycle along level road Assume each wheel is 26 inches in diameter, the rear sprocket has radius inches and the front sprocket has radius inches_ Suppose vou are pedaling the front sprocket at the rate of 1.5 and your forward speed 11 mph on the bike What is the radius of the front sprocket? (Round your sec answer two decimal places:)Additional MaterialsReading
You are riding bicycle along level road Assume each wheel is 26 inches in diameter, the rear sprocket has radius inches and the front sprocket has radius inches_ Suppose vou are pedaling the front sprocket at the rate of 1.5 and your forward speed 11 mph on the bike What is the radius of the front s...
5 answers
4 Final the general solution of y" + 34 + 2v =C4
4 Final the general solution of y" + 34 + 2v = C4...
5 answers
X2+2 e) Fcx) = x2 +2x+1f) Flx) = V1 = x2
x2+2 e) Fcx) = x2 +2x+1 f) Flx) = V1 = x2...
1 answers
5.5.6. Let f,9 : [a,b] 7 R be integrable and continuous on (a,6). Then there exists some € € (a,b) such that g(c) JS f = f(c) Jd g. Hint: Set F(c) = JE f and G(x) 9 and combine the fundamental theorem of calculus and the Cauchy mean value theorem |
5.5.6. Let f,9 : [a,b] 7 R be integrable and continuous on (a,6). Then there exists some € € (a,b) such that g(c) JS f = f(c) Jd g. Hint: Set F(c) = JE f and G(x) 9 and combine the fundamental theorem of calculus and the Cauchy mean value theorem |...

-- 0.022845--