5

Deiermine gradiente da tuncion e punto dado Rxy) 8x - %y7 (8.1)Ff = & - 4 6. Ff = [61 - 4 + 20* Vf - 81+4 d.Vf = 8-4}+ !Ok...

Question

Deiermine gradiente da tuncion e punto dado Rxy) 8x - %y7 (8.1)Ff = & - 4 6. Ff = [61 - 4 + 20* Vf - 81+4 d.Vf = 8-4}+ !Ok

Deiermine gradiente da tuncion e punto dado Rxy) 8x - %y7 (8.1) Ff = & - 4 6. Ff = [61 - 4 + 20* Vf - 81+4 d.Vf = 8-4}+ !Ok



Answers

If $\mathrm{f}=\{(2,4),(3,6),(4,8)\}$ and $\mathrm{g}=\{(4,3),(6,4),(8,2)\}$, then find fo g. (1) $\{(2,3),(3,4),(4,2)\}$ (2) $\{(4,6),(6,8),(8,4)\}$ (3) $\{(3,2),(4,3),(2,4)\}$ (4) $\{(6,4),(8,6),(4,8)\}$

All right. For number 16 it gives us a total cost function. C F X equals 40 x plus 8000 and 10 and a revenue function of 58 X part a asks us to find our total profit, which is, uh, our revenue minus our total cost. So we plug in what we know, So p of X, our total profit equals 58 x minus our entire cost total cost function. So that minus has to be distributed into both terms. No. And then we're going to simplify it in combined like terms 58 minus 40 gives us 18 x minus 8010 and that is our total profit for be asks to find the break even point. And so to do that, we need our revenue to equal our total cost. So once again, we plug in what we know. We know our revenue is 58 x, and we know our cost is 40 x plus 8000 and 10. We are going to isolate the variable X, and we're going to use inverse operations to get all the excess to one side. Simplify and then we have to get rid of this coefficient years. We're going to use division and we're left with X. That equals 445. Now we're not done. We have to take this answer and we have to plug it into our one of our functions. We're going to put into the revenue function. And so we have. Our revenue of 445 equals 58 times 445 which gives us 25,000 810. So our final answer for part B are break even. Point is 445 items and the cost would be $25,810.

So for a were asked to combine like terms. And we're looking at six X minus eight minus eight. X equals negative 24 they don't even want us to solve. They just want us to combine the left side terms. So I'm gonna go ahead and combine six X and negative eight x, which is going to give me negative two. X minus eight equals negative 24 that's it. As far as combining the like terms I don't have to solve now for B. They're asking us to distribute and combine like terms on the right, so I have negative. 20 equals 43 X minus four minus nine x again. Not solving Just trying to simplify this right side down. So I'm gonna go ahead and do that. The left will stay the same, but the right will become 12 x from four times three x Then when I do four times negative four, I get negative 16 and then I still have my negative nine X. But they also want me to combine like terms so I will have negative. 20 equals 12 x and negative. Nine X is three x minus 16

We have living here. The questions as to eggs minus three. White is Equality 11. Let's say this is a question past, and the second question is giving us seven. X minus. Hold by is equal to six, and this is a question Second, Now we have to solve the question by additional networks so cost within multiply back or any question first and then my bike 3 30 minus three in a cushion. Second to make the coefficient of icing. Then we will add both off these equations. So after multiplication, that question will be seen like this. It x minus 12 y is equal to 44 and then minus 21 eggs plus 12 white will be equal to minus 80. Okay, now, just I'm adding these two equations, so why will begin sellout here? And the remaining part with the minus 13 X is equal to 26 after solving in simplest form, X will be called to minus two. Not to support this value. Any question caused to so a question cost will be s minus school minus three by will be equal to 11 and hence three y will be equal to minus be OK then You can say that from here, but I will be equal to minus fight. OK, then it is clear that the solution say for these equations is X is equal to minus two And why is equal to minus fight? Ok, kind of when we put these two lives in a cushion second here so it will be minus 14 and this will be plus 20 so minus What in clustering devil give guns are six. That means it is confirmed that this solution safest great for these equations.

In this problem we are going to solve a linear equation using the properties of equality and distributed property. So the first thing step here is to distribute the eight into this parentheses. E. Um This negative five and and six X really isn't distributing. It's just multiplying, we're going to distribute the negative six into this parentheses E. And the three into this parentheses. So let's clean up each side as much as we can. eight times 4 x. Yeah Is 32 x. eight times 5 is 40 negative five times six. X. Is negative 30 X minus X. Is already there. Now we have 53 minus six, negative six times excess minus six X. Negative six times one is minus six, three times two X. Is plus six X. And three times two is plus six. We have all of our distributed and are multiplying their done. So now we're going to combine like terms on the left side, we have three variable terms. We're going to combine 32 X minus 30 X. Is two. X minus X. Is one. X. Well right, that is just X. We still have this plus 40. That doesn't have anything to combine with. On the left side. On the right side we have variables negative six X. And positive six X. We say those cancel each other out because they add to be zero. And then we have some integers to combine. We have 53, the negative six and the positive six. So the negative six and the positive six had to be zero. So we have 53 plus zero which is 53. Now X has 40 being added to it. We want X to be all by itself. So to undo add 40 we are going to subtract 40 from the left side. If we subtract 40 from the left side, we have to also subtract 40 from the right side. That's the addition property of equality or the subtraction property of quality. We sometimes call that so we have X plus 40 minus 40 is just one. X and 53 minus 40 is 13, and that is our solution.


Similar Solved Questions

4 answers
Dclerminc I( the vector Fin thc column IPjce matrix Jnd whether bin the null #Pace 0f A.4) In Col Aand in NulA @Notin ColA notin Nul ABJ Notin Cal A In NulA D) In ColA notin Nul A
Dclerminc I( the vector Fin thc column IPjce matrix Jnd whether bin the null #Pace 0f A. 4) In Col Aand in NulA @Notin ColA notin Nul A BJ Notin Cal A In NulA D) In ColA notin Nul A...
5 answers
II H to Inunglu VWX 1L 1 1
II H to Inunglu VWX 1 L 1 1...
5 answers
Consider the following.(a) Set up an integral for the volume a solid torus (the donut-shaped solid shown in the figure) with radii br and aR: (Let a = 5 and b = 8.)(b) By interpreting the integral as an area, find the volume V of the torus_ V =
Consider the following. (a) Set up an integral for the volume a solid torus (the donut-shaped solid shown in the figure) with radii br and aR: (Let a = 5 and b = 8.) (b) By interpreting the integral as an area, find the volume V of the torus_ V =...
5 answers
Use Pythagoras' theorem to determine whether this is & right triangle:First, find the value of the sum of the squares of the shorter sides4 _ 62Enter Your next step here0 8Skp stepOzTO OzEejh7 : https /Imathspace colwork SubtopicCustomWorkout-19074019/Problem-867796, Escribe aqul para buscar 0 Ri0 0 4io
Use Pythagoras' theorem to determine whether this is & right triangle: First, find the value of the sum of the squares of the shorter sides 4 _ 62 Enter Your next step here 0 8 Skp step OzTO OzEejh7 : https /Imathspace colwork SubtopicCustomWorkout-19074019/Problem-867796, Escribe aqul para...
5 answers
AdeiSCalcET8 3.3.051 My Notes oln points Previous Answers and observing the pattern that occurs Flnd the given derivative by finding the first few derivatives 4103 -(sin(x)) dxlo3!Nced Help?Practice Another VersionSubrit AnswerSave Assignment Progress Subrit Assigrment
Adei SCalcET8 3.3.051 My Notes oln points Previous Answers and observing the pattern that occurs Flnd the given derivative by finding the first few derivatives 4103 -(sin(x)) dxlo3! Nced Help? Practice Another Version Subrit Answer Save Assignment Progress Subrit Assigrment...
5 answers
Question HThc time betwcen &trivals of emails at & particular Oakland Univcrsity servcr is ~poacnlially distibuted with > Ecan 0f0.25 bours Whzi is the probability Ihat LEaee Tecel Ifthctc kas hout period? Hcae ICAaSe LoU whanisIhr probabilily thatyou TLCRuEcIn tic Mcxi HOu - (ci nut much int FEnt Ihaa ULl 904 Mohzbilty ImatAt Ialt me3areAMVE L Wal Ethc probahilit , rmaILnnivr Jounn
Question HThc time betwcen &trivals of emails at & particular Oakland Univcrsity servcr is ~poacnlially distibuted with > Ecan 0f0.25 bours Whzi is the probability Ihat LEaee Tecel Ifthctc kas hout period? Hcae ICAaSe LoU whanisIhr probabilily thatyou TLCRuEcIn tic Mcxi HOu - (ci nut much...
5 answers
Compute the average value of f(x,y.2) = x? + y2 + 22 over the region W bounded by the planes 6y + 2 = 1,x = 0, X = 2 = 0, and y = 0.(Use symbolic notation and fractions where needed. )f =
Compute the average value of f(x,y.2) = x? + y2 + 22 over the region W bounded by the planes 6y + 2 = 1,x = 0, X = 2 = 0, and y = 0. (Use symbolic notation and fractions where needed. ) f =...
5 answers
10l0mSA silver Camry is driving on the freeway at a constant 70 mph_ An identical Camry, but white in color,is on the on-ramp and is speeding up ata rate of 5 mph per second. Compare their KE at the instant the white Camry reaches 70 mph_
10l0mS A silver Camry is driving on the freeway at a constant 70 mph_ An identical Camry, but white in color,is on the on-ramp and is speeding up ata rate of 5 mph per second. Compare their KE at the instant the white Camry reaches 70 mph_...
5 answers
15.0 AF 3.00 pF6.00 pF
15.0 AF 3.00 pF 6.00 pF...
5 answers
3 (18 pts): Use definite integral formula to find J (3x =2 2x3) dx
3 (18 pts): Use definite integral formula to find J (3x =2 2x3) dx...
5 answers
23.which of the following species is isoelectronic with Ar? a. Cat2 b. Ne Na d_ 0-2 Ga3t
23.which of the following species is isoelectronic with Ar? a. Cat2 b. Ne Na d_ 0-2 Ga3t...
5 answers
Is being a logical individual really that important? or is logiconly important when there is a decision to be made?
Is being a logical individual really that important? or is logic only important when there is a decision to be made?...
5 answers
Kips kips kipsL1 = L2 =6.25 13.55 08"What is the internal force in member GD? Answer in kips, don't include units, and indicate (+) positive for tention. (-) negative for compression:
kips kips kips L1 = L2 = 6.25 13.55 08" What is the internal force in member GD? Answer in kips, don't include units, and indicate (+) positive for tention. (-) negative for compression:...
5 answers
The random sample shown below was selected from a normal distribution7,7,4,3,7, 8Complete parts a and b_a. Construct a 95% confidence interval for the population mean p. (Round to two decimal places as needed:)
The random sample shown below was selected from a normal distribution 7,7,4,3,7, 8 Complete parts a and b_ a. Construct a 95% confidence interval for the population mean p. (Round to two decimal places as needed:)...

-- 0.018084--