5

Edusoft offers customers a trade discount of 13 / 3 /7 on all in-stock products with terms of net 30. Find the netprice for products with a total list price of $7...

Question

Edusoft offers customers a trade discount of 13 / 3 /7 on all in-stock products with terms of net 30. Find the netprice for products with a total list price of $712.94 if theinvoice was paid within 14 days of the invoice date.

Edusoft offers customers a trade discount of 13 / 3 / 7 on all in-stock products with terms of net 30. Find the net price for products with a total list price of $712.94 if the invoice was paid within 14 days of the invoice date.



Answers

Solve each problem to find the discount rate.
Complete the sales receipt below by finding all three prices, the subtotal, the sales tax, and the total cost of the purchase. (FIGURE CANNOT COPY)

It represents the scenario. Is that a power at a car dealership? The dealer invoice amount is given in the Matrix over here in this matrix 2nd 1 Ah, and these air amounts corresponding to models of cars and their components of the rows of both matrices represents the different models. Model a model B and model C from the columns represent the basic car and the except accessories that come with it like Visa Car. Uh uh, the air conditioning, the radio and the cruise control in the fourth column. And what, this s o the problem asks. So the dealer dealer invoice, which is this amount, goes up by 20% in one year. And during the same year, the dealer decides to increase retail prices by 15%. We're trying to find the price mark up the different or the profit margin between the difference between the, uh the retail price and the dealer invoice. So you pluck this value into a calculator. These intricacies, I would be quite to deuce do this by hand, so probably try avoiding that. And we got revise your 5 to 2501365 and this is to the nearest dollar. 82 99 120 44 100 when. 27 29 53 55. And these represent the different models to the first road again. His model a 1st 2nd row is model Be and, er grow is model. I'll see. And the columns again represent the different accessories that are being sold at this car dealership. This matrix represents that specific year the price markups and the profit margin.

Okay, So for this problem, this right here on the left shows a book or their bookshops. I'm so sorry of bookshops, Fees for book where there's placed online. So a $1 book or there has a fee of $4 a $2 book or there has a fee of $5 so on and so forth. And so we're being asked here, what is the price? What is the price of a $7 book or other? So I think you see, there's no $7. It doesn't go all the way down to seven here on the book or their side. And so I guess you will have to do ourselves. And so let's just start by looking at Let's look for a pattern here, E. So every time it increases on the left side by one, it also increases on the right side by one. As you can see 1 to 2 to 3 to 4 and then 4 to 5 to 6 to 7. And so if we have ah, $5 book or their pre say, then with equal $8. And so if we went all the way down to seven seven. That's a a $2 jump from 5 to 7, so we would jump from here as well. For the total dollars, we'll also drop twice from eight. So eight plus to be time. So the price of a $7 book or there would be $10. Of course, this is talking about the fee. $10 is your final answer. You just have to look for the patterns here on the side. So if you had one on this side, you can see one is being added on the right side. And so it, too, is that it on this side than two will also be having on the side.

This question were given a situation, it basically says that this company has sold 36 church one day, so They can sell either short sleeve shirts or long sleeve shirts. So we know that the combined total of both, the short sleeve and long sleeve shirts is equivalent to 36. And it also says that each shorts loved each short sleeve t shirt is $12. So we have 12 times the number of short sleeves. Plus it says that each long sleeve t shirt is $18. So 18 times l. That's going to be equivalent to 522. Right? Because 522 is the total amount of money they made that day. and basically $12 and $18 represent the cost of each short sleeve or long sleeve t shirt. So this will allow us to see how many of each shirt is being sold. So we can use either substitution or elimination. I'm just gonna go ahead and use substitution. So I'm going to isolate the S. And this equation anytime I see an S. I'm just going to replace that with the 36 -L. And we're going to solve this way. So now we have 12 times 36 which is equivalent to 432. So we have 4 30 to minus 12. L. A. Plus 18. L. Is equivalent to 5 22. Yeah, so we can go ahead and subtract 4 32 from both sides. So we get 5 20 to minus 4 32 and that's 90. And the negative 12 L. Plus 18 L. Is just gonna be six L. Six L equals 90. So when we go ahead and divide that so we get 90 divided by six. So we get that L. Is equivalent to 15. So that means there are 15 long sleeve t shirts and we can just substitute that back into this equation here. So we know that S. Plus L, which is the teen in our case, is equivalent to 36. So that means if we subtract 15 from both sides, the number of short sleeve t shirts are going to be 21, so there are 15 long sleeve and 21 short sleeve.

We have a table that shows the daily price of a company stock at its closing time. Um, starting with September 11th with a closing price of one A 1 31 and then goes through September 15th with a final closing price. We're going to see what the changes from day to day by finding the differences between each day and also determining if it's an increase or a decrease. So if it's an increase, the next day will be greater than the previous day. If it's a decrease, it will be less than the previous day. So all we need to do is find the difference between their absolute values. Starting with September 11th 2 September 12th we have 103 19 minus 101 31 would be the difference between their absolute values, and this is a positive increased from the 11th to 12th with a change of $1.88 sense moving on to the 13th from the 12th. We have 103 19 goes up to 105 75. So we know the difference is going to be positive. We need to find the difference between their absolute values 105 75 and 103 19. And this change is a positive. $2. 56 cents from the 13th. The 14th notice We are going down for the closing price. 105 75 to 104 44 which is a negative. So it's like a price drop. And they were gonna find that difference using the difference between their absolute values. So 105 75 minus 104 44. And that is a decrease or a negative drop of $1.31. And then finally, from the 14th to the 15th we're gonna do the same thing and noticed that one of 4 44 drops again toe 102 19. So we know it's gonna be a negative and finding the difference between their absolute values. 104 44 minus 102 19 is a decrease or a drop of $2.25


Similar Solved Questions

5 answers
Bbod in the jugular veinjiows here NEXT:BrainSuperior vena cava Inferor vena cava Brachiocephalic vein
Bbod in the jugular veinjiows here NEXT: Brain Superior vena cava Inferor vena cava Brachiocephalic vein...
5 answers
Part 3If the function f(x,y) is subject to the constrain g(x, y) a) Use Lagrangian multipliers method to find the critical points of the function f(x,y). b) Plot the function in the 3-D graph in MATLAB:
Part 3 If the function f(x,y) is subject to the constrain g(x, y) a) Use Lagrangian multipliers method to find the critical points of the function f(x,y). b) Plot the function in the 3-D graph in MATLAB:...
5 answers
Tlus Ouestion:3Zu (0 tororiehanda GiuC Tontte elnined etlnmnceasiel at distuagcato ton Asnd Pardte AndinnoldIeltaUeetteutnderrnr 0 ditelngdthhlonae "N IRutano 87o Gtneeac Chuut [ a&4F Eenn cibbuinbd3
Tlus Ouestion: 3Zu (0 tororie handa Giu C Tontte elnined etlnmnceasiel at distuagcato ton Asnd Pardte Andinnold Ielta Ueetteutnderrnr 0 ditelngdthhlonae "N IRutano 87o Gtneeac Chuut [ a&4F Eenn cibbuinbd 3...
5 answers
(4 points) hen we perform an experiment; event A occurs with probability P[A]= 0.01, In this problem, we estimate PIA] using = Rn; the relative frequency of A over n independent trials_8.1. How many trials are needed s0 that the probability Rn differs from P[A] by more than 0.001 is less than 0.01?8.2. How many trials are needed s0 that the probability Rn differs from P[A] by more than 0.[% is less than 0.01?
(4 points) hen we perform an experiment; event A occurs with probability P[A]= 0.01, In this problem, we estimate PIA] using = Rn; the relative frequency of A over n independent trials_ 8.1. How many trials are needed s0 that the probability Rn differs from P[A] by more than 0.001 is less than 0.01?...
5 answers
1 V HHU [ [ 1 Hu 7 8 2 } 1 W HH m 1 { 1 [ L V L 1 1 1 HH 1 1 1 11F 1
1 V HHU [ [ 1 Hu 7 8 2 } 1 W HH m 1 { 1 [ L V L 1 1 1 HH 1 1 1 1 1 F 1...
5 answers
[zz-] (c "zolz-'o=0s(z+Xz x) Anpenbau! 341 JA[OS "9[-xz 'P Liza+[-x Lixtf 'q xf+I-X 'e i(r)8 . f) S! JBYM ' Lix^ (x)? pue X+ 2 = (r)f JI `5(xpef
[zz-] (c "zolz-'o= 0s(z+Xz x) Anpenbau! 341 JA[OS "9 [-xz 'P Liza+[-x Lixtf 'q xf+I-X 'e i(r)8 . f) S! JBYM ' Lix^ (x)? pue X+ 2 = (r)f JI `5 (xpef...
5 answers
Point)a. Find the most general real-valued solution to the linear system of differential equations #T1 (t)+0T2(t)b. In the phase plane, this system is best described as a source unstable node sink stable node saddle center point_ ellipses spiral source spiral sink none of these
point) a. Find the most general real-valued solution to the linear system of differential equations # T1 (t) +0 T2(t) b. In the phase plane, this system is best described as a source unstable node sink stable node saddle center point_ ellipses spiral source spiral sink none of these...
5 answers
Fost ab I# H' ID MIOMILOI IH that Mc Tcacliun und explains - idedenxity the omention # 1 L Explain why 1 H 4 # { be 4
Fost ab I# H' ID MIOMILOI IH that Mc Tcacliun und explains - idedenxity the omention # 1 L Explain why 1 H 4 # { be 4...
5 answers
5Which is a 30 alkyl halide?6k 220 122 12 131 434 238 142 145 146 h48 053 051
5 Which is a 30 alkyl halide? 6k 220 122 12 131 434 238 142 145 146 h48 053 051...
1 answers
A small wedge of two sides a each is placed on top of a wedge of sides $2 \mathrm{a}$. If the system is placed on a smooth floor, find the distance moved by the large wedge when the small wedge just reaches the ground. Ratio of mass of large wedge to small wedge is 4:1. Neglect friction.
A small wedge of two sides a each is placed on top of a wedge of sides $2 \mathrm{a}$. If the system is placed on a smooth floor, find the distance moved by the large wedge when the small wedge just reaches the ground. Ratio of mass of large wedge to small wedge is 4:1. Neglect friction....
1 answers
To compare the acidity of different solutions, chemists use the pH (which is a single number, not the product of $p$ and $H$ ). The pH is defined in terms of the concentration, $x,$ of hydrogen ions in the solution as $$\mathrm{pH}=-\log x$$ Find the rate of change of $\mathrm{pH}$ with respect to hydrogen ion concentration when the $\mathrm{pH}$ is $2 .$ [Hint: Use the result of Problem $40 .\rfloor$
To compare the acidity of different solutions, chemists use the pH (which is a single number, not the product of $p$ and $H$ ). The pH is defined in terms of the concentration, $x,$ of hydrogen ions in the solution as $$\mathrm{pH}=-\log x$$ Find the rate of change of $\mathrm{pH}$ with respect to h...
5 answers
The probability that a heart transplant 'sie Sk six patients who have undergane uci p0r Grenedon; hospita operation; successful (when the patient survives Year Or mcre what I5 the prababilkty tnal !year from nova; exacty after the sugery) 6 0.7. Inree patlents wrlll be alive? 185208. 0.200.57423654
The probability that a heart transplant 'sie Sk six patients who have undergane uci p0r Grenedon; hospita operation; successful (when the patient survives Year Or mcre what I5 the prababilkty tnal !year from nova; exacty after the sugery) 6 0.7. Inree patlents wrlll be alive? 1852 08. 0.20 0.5...
5 answers
9. Calculate the gradient fo, 'Yt) for the following scalar functions (lsbo) {Une)e x+yet v )A0,m) : '(+) {6h1,4) e*? 6 ^ (x-+z)
9. Calculate the gradient fo, 'Yt) for the following scalar functions (lsbo) {Une)e x+yet v )A0,m) : '(+) {6h1,4) e*? 6 ^ (x-+z)...
5 answers
01 0 E 2/9 1 8 6 1 1 1 3 1 1 ? 8 2 ; 9 } 1 9 1 1 1 6 I 1 06 3
01 0 E 2/9 1 8 6 1 1 1 3 1 1 ? 8 2 ; 9 } 1 9 1 1 1 6 I 1 0 6 3...
5 answers
Linear electromechanical ,magnetic flux density 6 T with a direction directed towards the page resistance 3 J length of meta rods L= m and battery voltage 120VSWB = 0.6TVB = 120Vfind the force and current while releasing the metal rod? B) find the speed_ in the steady state of the metal rod? C) if the metal rod has a magnitude 25 N act in the opposite direction to the movement, Find the speed new steady state and at this time, how effective is electrical machinery?
Linear electromechanical ,magnetic flux density 6 T with a direction directed towards the page resistance 3 J length of meta rods L= m and battery voltage 120V SW B = 0.6T VB = 120V find the force and current while releasing the metal rod? B) find the speed_ in the steady state of the metal rod? C) ...

-- 0.022893--