5

Evaluate the integral5/2 fe dz5/2 f dz =(Use € as the arbitrary constant )Enteryouansi erin Ine ans er Oox...

Question

Evaluate the integral5/2 fe dz5/2 f dz =(Use € as the arbitrary constant )Enteryouansi erin Ine ans er Oox

Evaluate the integral 5/2 fe dz 5/2 f dz = (Use € as the arbitrary constant ) Enteryouansi erin Ine ans er Oox



Answers

Use Exercise 52 to find $ \displaystyle \int x^4 e^x dx $.

Is in developing extra for four into the egg DX. We will go for the tabular method or he we assumed the if a differentiating function to be extra support for an integral function. Is it correct? Okay, by continuously and subsequently differentiating and integrating this we find for rescue. All right. Thanks. 12 x squared. Also to the project 24 8 also to the four x 24. The parade zero. Correct. Now we go for assigned method. This multiplication will be plus this will be miners. This will be again. Plus this b minus and plus Okay, So the integral we can write from here is simply stripper for into the eggs minus four x cubed intuitively forehead first 12 x squared. Intuitive eggs minus 24 x into it to the four eggs. Last 24 to B to the Power X. Let's see. So if we take comin into the bar, X council perform minus four. Makes this cube past 12 X squared minus 24 x plus 24. This So this is the integral

We're continuing on solving with integral. But in this case our interval has a variable in it. So we're not necessarily going to have a numerical answer, we might get another equation out. So let's look at this one. I have two variable intervals here. I'm going from 8-5 a. And I'm looking at one over X. Dx. So looking at the anti derivative, I have to figure out what give us one over thinking back to that, that would be my derivative of log X. That would give me that answer. So I now know my anti derivative and I can throw it into my equation now. So I would have The natural log of five a minus the natural log of A. I could leave it like that. But knowing log laws we can clean it up a little bit more. We know that natural log when I subtract them, they can be put together using division. So this guy can be put together, it would become five a. Over A. And then from there R. A. S cancel out. So this one, even though we have a variable interval because of how it's set up, no matter what I pick for a my answer will always work out the natural log five

We're continuing on solving with inter girls, but in this case are Interval has a variable in it. So we're not necessarily gonna have a numerical answer. We might get another question out. So let's look at this when I have to variable intervals here. I'm going from eight of five a. And I'm looking at one over X t. X. So, looking at the anti derivatives, I have to figure out what give us one over thinking back to that. That would be my derivative of Log X. That would give me that answer. So I now know my anti derivative and I can throw it into my equation now, so I would have the natural log of five a minus the natural log of a I could leave it like that. But knowing log laws, you can clean it up a little bit more. We know that natural log when I subtract, um, they can be put together using division so this guy can be put together. It would become five a over a and then from there are a cz cancel out. So this one, even though we have a variable interval because of how it's set up no matter what I pick for a my answer, will always work out the natural log Fine.

Reference. We have to evaluate that given definite integral that is given integration of 2.7 to 5.3. Lower limit is 2.7 and the upper limit is 5.3 and the expression is one upon extra decks over and upon X. Into road X plus four. Yeah next. So this will be costume 2.7- 5.3. Mhm but upon extra deck so we can add it back to the power of monastery wide Plus four of BX. So integration of this will be a cost to. Actually the parliament is three Y two plus one Upon Monastery Y two Plus 1. Let's four X. Yeah 2.72 2.7- 5.3. So this will be a costume X. To the power minus vanuatu minus one way to upon money is off to into two plus four X and are limited 2.7- 5.3. Yeah so we can put the limit so this will be caused to 14- 5.3. money is up to and to 5.3 to the power management were to Mhm one is a point fight minus off four and 2 2.7- of 22.7 to the power of -15. Yeah, So first so from the calculator, we can solve it. So this will be a cost to 10.7484. So this is the answer. I hope you understood. Thank you.


Similar Solved Questions

5 answers
1IESOURCES VPLUS Secue 1 1 9 1 L Applled Question WIuyPLUs calculus1 MapleNet" 1 Alcong1 111 Tontkcus WacdDiulzion 0l WLtY;Attemet 1
1 IESOURCES VPLUS Secue 1 1 9 1 L Applled Question WIuyPLUs calculus 1 MapleNet" 1 Alcong 1 1 1 1 Tontkcus Wacd Diulzion 0l WLtY; Attemet 1...
5 answers
Two metal sphere with mas m 15.0 g are suspended from L = 8.0 cm long - insulaled strings from ceiling = d =4.0 cm apart. The two sphere are charged with one sphere gelting charge and the other one 3q: The sphere repeal one another and are in equilibrium when they hang at an angle € = [39 from vertical. Determine the value of charge q. [8.5 10-8 C]
Two metal sphere with mas m 15.0 g are suspended from L = 8.0 cm long - insulaled strings from ceiling = d =4.0 cm apart. The two sphere are charged with one sphere gelting charge and the other one 3q: The sphere repeal one another and are in equilibrium when they hang at an angle € = [39 from...
2 answers
I6. A researcher conducts an independemt-measures shudy comparing (WO treatments and reports Uhe / Stalistic & 7(25) 2.071. How many individuals participated i the entire study" Using two-Iailed Iest With a 05, I there a significant difference betwcen the tWO treatments? Compule (0 measure the percentage of variance accounted or by the trealment ellect
I6. A researcher conducts an independemt-measures shudy comparing (WO treatments and reports Uhe / Stalistic & 7(25) 2.071. How many individuals participated i the entire study" Using two-Iailed Iest With a 05, I there a significant difference betwcen the tWO treatments? Compule (0 measure ...
5 answers
Use cylindrical coordinatesEvaluate the integral, where E is enclosed by the paraboloid 2 = 4 +Xz + y2 , the cylinder x2 v2 = 4, and the xy-plane_ TII ez dV (-4 - ex 'el2
Use cylindrical coordinates Evaluate the integral, where E is enclosed by the paraboloid 2 = 4 +Xz + y2 , the cylinder x2 v2 = 4, and the xy-plane_ TII ez dV (-4 - ex 'el2...
5 answers
Local maximum: (2, 512) Local minimum: (10, 0) Inflection point: (4, 324)
Local maximum: (2, 512) Local minimum: (10, 0) Inflection point: (4, 324)...
5 answers
Question % Ify = 2r} find % pointsFind Ghe equation of the Gangent line if x=1 & points
Question % Ify = 2r} find % points Find Ghe equation of the Gangent line if x=1 & points...
5 answers
Your friends show you an image through a microscope. They tell you that the microscope has an objective with a $0.500 mathrm{~cm}$ focal length and an eyepiece with a $5.00 mathrm{~cm}$ focal length. The resulting overall magnification is 250,000 . Are these viable values for a microscope?
Your friends show you an image through a microscope. They tell you that the microscope has an objective with a $0.500 mathrm{~cm}$ focal length and an eyepiece with a $5.00 mathrm{~cm}$ focal length. The resulting overall magnification is 250,000 . Are these viable values for a microscope?...
1 answers
4. Find the solution to the following initial/boundary value problem:DE UtUrI'0 < I <t, t20 BC u(0,4) = 0,u(7,t) = 0 IC : u(c,0) sin(31) [1 + cos(52)] .
4. Find the solution to the following initial/boundary value problem: DE Ut UrI' 0 < I <t, t20 BC u(0,4) = 0,u(7,t) = 0 IC : u(c,0) sin(31) [1 + cos(52)] ....
1 answers
Find a unit vector with the same direction as v. $$\mathbf{v}=\langle-1,1\rangle$$
Find a unit vector with the same direction as v. $$\mathbf{v}=\langle-1,1\rangle$$...
1 answers
Solve the system of equations using the inverse of the coefficient matrix of the equivalent matrix equation. $$\begin{aligned} 2 x+3 y+4 z &=2 \\ x-4 y+3 z &=2 \\ 5 x+y+z &=-4 \end{aligned}$$
Solve the system of equations using the inverse of the coefficient matrix of the equivalent matrix equation. $$\begin{aligned} 2 x+3 y+4 z &=2 \\ x-4 y+3 z &=2 \\ 5 x+y+z &=-4 \end{aligned}$$...
5 answers
Using a sample to compute a __________ as a proxy for aparameter is generally called point estimation and is a form ofstatistical inference.
Using a sample to compute a __________ as a proxy for a parameter is generally called point estimation and is a form of statistical inference....
5 answers
Assume you obtained an experimental value of 9.45m/s2. What is the percentage difference of this valuefrom the theoretical value?Give your answer as a percentage to two significant figures.
Assume you obtained an experimental value of 9.45 m/s2. What is the percentage difference of this value from the theoretical value? Give your answer as a percentage to two significant figures....
5 answers
Aeudy = done Ucin? Ireubrner g oup and 3 Nacobo grp Tna Eesunstanehwn bo Assuina Ihal E1e tAQ Enmolog nro Inatponet ernte rhndom samplos uolocted Irom normally Golribuled populalloma and cnol assume Ihnt Ih= pepululan alindurd dovulons 4e07ua Complel purte (olund (blbala# Ure 0.05 alqnillcincn Inval Ior bolh paraTest Ino catn thul6w0 EMprutpoplulont L elmmmnI"Nnalhu nu nuiland milurnautu Thypothosus?# 0em 4>Ho /ttnAaahiHo"/4 = Ha HaiuatiSllceto#ecI YOur
Aeudy = done Ucin? Ireubrner g oup and 3 Nacobo grp Tna Eesunstanehwn bo Assuina Ihal E1e tAQ Enmolog nro Inatponet ernte rhndom samplos uolocted Irom normally Golribuled populalloma and cnol assume Ihnt Ih= pepululan alindurd dovulons 4e07ua Complel purte (olund (blbala# Ure 0.05 alqnillcincn Inval...
5 answers
Let 6 = (-2,3)Find 1e prcjection of & ontc the line0, Justify;Find the ghortest digtance between 6 and the lineiy = 0, Justify;Find ihe a7gl8 belween line pagsing through 6and the line
Let 6 = (-2,3) Find 1e prcjection of & ontc the line 0, Justify; Find the ghortest digtance between 6 and the line iy = 0, Justify; Find ihe a7gl8 belween line pagsing through 6and the line...
5 answers
Consider the spherical equation given by p = 2+c0s p. The surface generated by this equation separates the sphere 22 + y? + 22 = 472 into tWO regions: (a) [3 points] Explain why it would be difficult to find the volume of either of these regions using OuT usual methods of triple integration_ (b) [3 points] Describe what You would need to do if you did want to compute one of these volumes using triple integration_
Consider the spherical equation given by p = 2+c0s p. The surface generated by this equation separates the sphere 22 + y? + 22 = 472 into tWO regions: (a) [3 points] Explain why it would be difficult to find the volume of either of these regions using OuT usual methods of triple integration_ (b) [3 ...
5 answers
Q4)-(4t2+2+1L= 9marks) 2-sigma control chart is to be developed for P= 0.08 and n = 100. (a)- What are the control limits? (b) Determine the probability of a type [ error: (c)- If 0.13 0n any period of inspection, does it correspond to an out of control point? Explain.
Q4)-(4t2+2+1L= 9marks) 2-sigma control chart is to be developed for P= 0.08 and n = 100. (a)- What are the control limits? (b) Determine the probability of a type [ error: (c)- If 0.13 0n any period of inspection, does it correspond to an out of control point? Explain....

-- 0.020394--