5

D 3 remaining pan L 1 and then click Check AnswerId M WV H vieo pt Homework: H and then are Mdeo: l 1 solve the problem Section V letters given 5141 01 balow 11 not...

Question

D 3 remaining pan L 1 and then click Check AnswerId M WV H vieo pt Homework: H and then are Mdeo: l 1 solve the problem Section V letters given 5141 01 balow 11 notaton, following 01 oobn/se 1 Select H 1 1 evaluate used LClear

D 3 remaining pan L 1 and then click Check Answer Id M WV H vieo pt Homework: H and then are Mdeo: l 1 solve the problem Section V letters given 5141 01 balow 11 notaton, following 01 oobn/se 1 Select H 1 1 evaluate used L Clear



Answers

Watch the section lecture video and answer the following questions.Solve each equation for the specified variable. See Examples $1-3$. $V=l w h ;$ for $l$

Let's begin by isolating the terms with H on one side. To do this, subtract two LW from both sides to hell. W minus two w zero with us have s minus two. LW equals to ill H plus to W h Using the distributive property. Pull your H out front with us of age times a quantity too. Well, plus two w This is all of course. Equalling s minus two l w toe isolate H divide by the quantity to l plus two w This must have been on both sides to l plus two. W divided by to help us to w is one. And thus we have on the side h alone h is unequal to s minus to times l a times W divided by to hell plus to W.

We're solving Fergie, which means we need to have g alone. She is being multiplied with age toe under multiplication use division And what you do, the one side you much due to the other. So we will divide both sides by h The H is cancel on our right hand side. So we're left with w divided by H on the left equals G on the right.

We're solving for W. Let's begin to isolate this by subtracting two l from both sides to l minus two. L is zero. So now we have p minus two L on the left hand side equals two w on the right. Next, we need to divide everything by two. Two Divided by two is one and one times w was just w So now we have p over to minus two l over to to divide by two is just one, so this can also be canceled out. Thus, we have p over to minus l equals W that.

Since we're solving for V removed the terms that do not contain V from this side to do this, let's that four ws to both sides on this side. We have tea plus slur W s on the other side. We have three times V s, plus sides times VW negative four ws plus four w s becomes zero and this cancels out. Now let's use a distributive property to pull vite out to the front. We have the quantity v times a quantity three s plus five w and of course, on the side we still have t plus four w s our last stepped I sleep B is to divide by the quantity three s plus five w what you do to one side you must do to the other. This cancels out and becomes one and one Tempe is just be So now we have tea plus four w yes, all divided by the quantity three s plus five W yeah,


Similar Solved Questions

5 answers
CPTER#AT following stutements Concenng (c HHAEHELIC eran charged panlele magnetic WlchuOfthc ficId 4 (Tue rhecomnancni ofthe particle : velocity that perpendiculat depends the field pautticle Hodcr perpendiculat It is zero ifthe the Tield: HHARITLII ITIc purtiele moves pumllcl the field Ji K 3 Mt JCL the direction of motion for positively charged particle. It is a maximum if the particle is stationary-
CPTER#AT following stutements Concenng (c HHAEHELIC eran charged panlele magnetic WlchuOfthc ficId 4 (Tue rhecomnancni ofthe particle : velocity that perpendiculat depends the field pautticle Hodcr perpendiculat It is zero ifthe the Tield: HHARITLII ITIc purtiele moves pumllcl the field Ji K 3 Mt JC...
5 answers
Question 2.5Let $ be the following formulaVy (R6) - (P(x) ~ ~S(A)))Show that @ IS satisfiable by constructing an arithmetic madel Explain wh} }our model satisfies 0_ (5)Show that @ IS not valid by constructing different arithmetic model Explain why >our model falsifies (5)
Question 2.5 Let $ be the following formula Vy (R6) - (P(x) ~ ~S(A))) Show that @ IS satisfiable by constructing an arithmetic madel Explain wh} }our model satisfies 0_ (5) Show that @ IS not valid by constructing different arithmetic model Explain why >our model falsifies (5)...
5 answers
Evaluate each of the following_ 95 2(-+5) Lim 7lC 2 4[(4)' -']
Evaluate each of the following_ 95 2(-+5) Lim 7lC 2 4[(4)' -']...
5 answers
Use Lagrange multipliers to find the Indicated extremum Assume that and Y are positlve_ Minimlze f(x, Y) -x+y2 Constralnt: -13Minimum of ((x,Y) =
Use Lagrange multipliers to find the Indicated extremum Assume that and Y are positlve_ Minimlze f(x, Y) -x+y2 Constralnt: -13 Minimum of ((x,Y) =...
5 answers
Sie3) Ze > 0 SBAEI 32441 '8 0 SIi?) projdeu p "V 'auo 121sWoy Jueuodull ssajoid 5I41 eJ"SEIq 444M Juaijanow objapun 835
Sie3) Ze > 0 SBAEI 32441 '8 0 SIi?) projdeu p "V 'auo 121s Woy Jueuodull ssajoid 5I41 eJ"SEIq 444M Juaijanow objapun 835...
5 answers
Find the center of the sphere x? +v2 + 22+2x-4y+6z =0
Find the center of the sphere x? +v2 + 22+2x-4y+6z =0...
5 answers
Find the plane containing the points (3,1, 1,2) and (1, -1,2).
Find the plane containing the points (3,1, 1, 2) and (1, -1,2)....
1 answers
The frequency of the note F$_4$ is 349 Hz. (a) If an organ pipe is open at one end and closed at the other, what length must it have for its fundamental mode to produce this note at 20.0$^\circ$C? (b) At what air temperature will the frequency be 370 Hz, corresponding to a rise in pitch from F to F-sharp? (Ignore the change in length of the pipe due to the temperature change.)
The frequency of the note F$_4$ is 349 Hz. (a) If an organ pipe is open at one end and closed at the other, what length must it have for its fundamental mode to produce this note at 20.0$^\circ$C? (b) At what air temperature will the frequency be 370 Hz, corresponding to a rise in pitch from F to F...
5 answers
Draw the structural formula of the following compound Include all hydrogen atoms in the compound:Diethylaminedraw structure
Draw the structural formula of the following compound Include all hydrogen atoms in the compound: Diethylamine draw structure...
4 answers
Show that the following functions defined on RZ + are quasiconvex: Which are also convex? (a) f(x1,x2) =xf +xz (b) f(x1, x2) = 3xj + 512 (c) f(x1,x2) = 2x1 + 3x2 xixz
Show that the following functions defined on RZ + are quasiconvex: Which are also convex? (a) f(x1,x2) =xf +xz (b) f(x1, x2) = 3xj + 512 (c) f(x1,x2) = 2x1 + 3x2 xixz...
5 answers
Describe the difference in what is injected in an attenuatedwhole agent, inactivated whole agent, subunit, and nucleic acidvaccines.
Describe the difference in what is injected in an attenuated whole agent, inactivated whole agent, subunit, and nucleic acid vaccines....
5 answers
Wu occ 1 2 W 1 V 0 1 L 1 H UCDI
Wu occ 1 2 W 1 V 0 1 L 1 H UCDI...
5 answers
A spinning turntableis to speed up from rest to an angular speed of 14.71rad/sec while making exactly one revolution What should be the magnitude of its average angular acceleration (in rad/sec^ 2)2
A spinning turntableis to speed up from rest to an angular speed of 14.71rad/sec while making exactly one revolution What should be the magnitude of its average angular acceleration (in rad/sec^ 2)2...
5 answers
Question 13Which of the following is the most stable alkene?A) |B) IlC) IIID) IQuestion 14Proctorio sharing your screen:Provide the major product or products for the following reac
Question 13 Which of the following is the most stable alkene? A) | B) Il C) III D) I Question 14 Proctorio sharing your screen: Provide the major product or products for the following reac...
5 answers
A UCF math professor has sampled function along with its derivatives:f (0)-3, f (1)2, f (2)-1, f(3) =-1,f(4) = 2f' (0)-1,f' (1) -4, f' (2) 3, f' (3) 0, f' (4) = 0 f" (0) = 2, f" (1) 1, f" (2) -1, f" (3) -4, f" (4) = 3. AIl functions are assumed to be continuous. Based on this information; how many points 0 < f (x) f' we can assure there exist?4, satisfyingSelect the correct answer below:
A UCF math professor has sampled function along with its derivatives: f (0) -3, f (1) 2, f (2) -1, f(3) =-1,f(4) = 2 f' (0) -1,f' (1) -4, f' (2) 3, f' (3) 0, f' (4) = 0 f" (0) = 2, f" (1) 1, f" (2) -1, f" (3) -4, f" (4) = 3. AIl functions are assumed...
5 answers
1 Htamnti1~puonsano Doutuno L V 1 TMEEl l U 131 4
1 Htamnti 1 ~puonsano Doutuno L V 1 TMEEl l U 1 3 1 4...

-- 0.067350--