The usual price of a Samsung Tablet was $1190. At a IT fair, Sally bought the Samsung Tablet at a discount of 20%. How much did she pay for the Samsung Tablet?

1. The usual price of a Samsung Tablet was $1190. At a IT fair, Sally bought the Samsung Tablet at a discount of 20%. How much did she pay for the Samsung Tablet?

Answer:

P=BXR

Final answer:238

Step-by-step explanation:

   1190

X  0.20

-------------

     238

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I SAID STOP

NEVER GONA GIVE YOU UP

NEVER GONNA LET YOU DOWN

2. 34. In three years, the price of a new model of a Samsung - mobile phone will be sixmore than twice its current price. If the projected price of the new Samsung phone isP40,000, what algebraic equation to express its current price?​

Answer:

2(40,00)+6=80006

Step-by-step explanation:

2x+6=x

x=40000

2(40,00)+6=80006

Correct me if Im wrong

3. How Apple, Samsung and Microsoft are differing in their pricing? Compare the three big companies.​

Microsoft and Samsung Edition: Pricing Strategies from the Big Leagues

Are there any companies that pose a real threat to Apple? Let’s see about that.

Are there any companies that pose a real threat to Apple? Let’s see about that.Last week I discussed the pricing strategies that helped make Apple the world’s #1 most valuable brand, according to Forbes. Today I’ll bring two other brands into the conversation that also made the list. Microsoft locked in the number two spot and Samsung clocked in at number nine. These companies are often in competition with Apple and it isn’t a coincidence that some of their pricing strategies overlap.

Are there any companies that pose a real threat to Apple? Let’s see about that.Last week I discussed the pricing strategies that helped make Apple the world’s #1 most valuable brand, according to Forbes. Today I’ll bring two other brands into the conversation that also made the list. Microsoft locked in the number two spot and Samsung clocked in at number nine. These companies are often in competition with Apple and it isn’t a coincidence that some of their pricing strategies overlap.All three brands have a strong online retail presence and are therefore very relevant to any ecommerce business that wants to learn how to break into the big leagues. While all businesses can’t make it onto the list, they can all benefit from the pricing strategies that helped these companies get where they are today.

HOW SAMSUNG IS ECLIPSING APPLE :

While Samsung is ranked lower than Apple in terms of brand value, the company is playing a fierce game of catch up. In fact, in 2013 Samsung’s sales increased 46%, while Apple’s only increased by 23%.

Most people hear about the iPhone vs. Galaxy war, but one place that Samsung is gobbling up market share is in HDTVs. Samsung is the top seller in that market, one that Apple doesn’t even touch. Samsung’s TVs follow a UPP model, which stands for unilateral pricing policy. It means that regardless of the channel that consumers use to buy a Samsung TV, they will pay the same price. This is also true for Apple products. This consistency between online and in store pricing is necessary in order to maintain a happy customer base.

Another implication of Samsung’s HDTV pricing policy similar to Apple’s is keeping prices constant as a way to avoid MAP violations. Because of Samsung’s policy, retailers aren’t allowed to undercut the prices Samsung offers on its website. This makes Samsung a lot like Apple because it promotes exclusivity for consumers and targets high-value consumers. It also links all “Tier 1” HDTV manufacturers (Sony, Sharp, Samsung, LG, and Toshiba)  into the s

MICROSOFT

Like Apple, Microsoft has been able to diversify effectively. Also, many of its products are not directly attached to the Microsoft brand, so they don’t have the chance to dilute it if the product is unsuccessful. Having Bing, Zune, and Xbox under the umbrella brand allows Microsoft to go after different (even mutually exclusive) market segments with various pricing structures.

Microsoft uses a variety of pricing strategies, but usually positions itself as the cheaper brand. Except when it doesn’t. The Xbox One was priced higher than the PS4 when it was first released ($499 compared to $399). Microsoft products often start at a high price and continue to decrease until the company finds the best price the for the market.

The Microsoft Surface is another example of a product that used a well known pricing strategy. Microsoft uses penetration pricing in order to boost sales and get consumers talking about the product. Penetration pricing is an effective way to create buzz and gain market share. This strategy can pay off in the long run because word of mouth accounts for 20-50% of purchasing decisions.

MAIN TAKEAWAYS :

Apple is significantly ahead of the pack in terms of brand value. It is valued at $104.3 billion, compared to Microsoft in the number two spot with $56.7 billion. Other brands certainly have a ways to go if they want catch up to the tech giant. One area that Apple is dominating is in the profit margin department. When other brands learn how to maximize profit and create high demand for premium products, they’ll be able to compete on even ground.

So what should brands and retailers take away from the success of these three brands?

Having just one pricing strategy is not effective and it might not be right the first time around. Pricing structures, like product offerings, should be diverse and flexible.

Having consistent pricing across channels is essential to maintaining brand value, image, and customer happiness.

SANA MAKATULONG PA BRAINLIEST AND HEART THANKS NALANG MASAYA NAKO MATUTULOG NADEN AKO GOOODNIGHT

4. 2.Find the 15th term of the sequence if a8=5 and a21 =-60.​

Answer:

(123456789)235123456

5. Marlon's computer and gadget store has a markup rate of 11 percent.What price will the store charge for a Samsung tablet that cost Php12,500.00?​

12500 + (12500x0.11) = 13875 or
12500 x 1.11 = 13875

6. Find the 15th term of the sequence if a8=5 and a21 =-60?​

Answer:

do you some is not of your face gay

Step-by-step explanation:

beacause stop talking about me okkkkkkk

7. 61st term of the sequence if a4=8 and a21= 26

[tex]a_{61}= a_{21}+ 40r \\\\\\ a_{21}=a_4+ 17r \\\\ 26=8+17r \\\\ 26-8=17r \\\\ 18=17r \\\\ \underline{ r= \frac{18}{17}} \\\\\\ a_{61}= 26^{(17}+ 40 * \frac{18}{17} \\\\ a_{61}= \frac{442+720}{17}= \frac{1162}{17} \\\\\\ \boxed{a_{61} \to \frac{1162}{17} }[/tex]

8. Samsung Galaxy S23 Ultra vs iPhone 14 Pro Max match-up should be one of the highest-stakes smartphone duels early next year. The decade-and-a-half-long rivalry between Apple and Samsung is renewed with every new generation of phones, and it's looking to be no less fierce once the next round of Galaxy S devices appears in early 2023. Instruction: As what you have learned in lesson 1, determine the pricing strategy used for iPhone 14 Pro Max and Samsung S23 Ultra to set the price on the marketplace. Use the space provided below. ​

Answer:

Based on the information provided, it is unclear what the pricing strategy for the iPhone 14 Pro Max and Samsung S23 Ultra will be as they have not yet been released. However, in the past, both Apple and Samsung have been known to use a premium pricing strategy for their flagship devices, positioning them as high-end, premium products in the market with a higher price point than other competitors. This can be seen in the current pricing of the iPhone 13 Pro Max and Samsung Galaxy S21 Ultra, which both have a starting price of over $1,000. It is likely that the iPhone 14 Pro Max and Samsung S23 Ultra will also be priced similarly, targeting consumers who are willing to pay a premium for the latest technology and features.

PA BRAINLIEST HEHE

9. What is the 17th term of the sequence if a8 =5 and a21 =-60?

Given:

a₈ = 5

a₂₁ = -60

Common Difference:

d = (a₂₁ - a₈) / (21 - 8)

d = (-60 - 5) / 13

d = -65 / 13

d = -5

1st Term:

a₈ = a₁ + (8 - 1) d

5 = a₁ + (7) (-5)

5 = a₁ + (-35)

5 + 35 = a₁

a₁ = 40

17th Term

a₁₇ = a₁ + (17 - 1) d

a₁₇ = 40 + (16) (-5)

a₁₇ = 40 + (-80)

a₁₇ = -40

10. Find the 17th term of the sequence if a8 = 5 and a21 = -60​

Answer:

-40

Step-by-step explanation:

11. Find the fifth term of the sequence if a15=29 amd a21=47

a15=29,
a21= 47,
a5= ?

1. to get the common difference:
lets imagine that a15 is the FIRST term and a21 is the SEVENTH term( 21-15=7)

an= a1 +(n-1)d
47=29+(7-1)d
47-29=6d
18=6d ******now divide 6 from both sides
18/6= 6/6 d
***3 =d or d= 3***

2. now lets get the first term:
for n you can choose between 15th term and 21st term to use for substitution.

an=a1+(n-1)d
a15=a1+(15-1)3
28=a1+14(3)
28-42=a1
***a1= -13***

3. lets get the 5th term

an=a1+(n-1)d
a5=-13+(5-1)3
=-13+12
=-1

***a5= -1***

Given:

a₁₅ = 29

a₂₁ = 47

Common Difference:

d = (a₂₁ - a₁₅) / (21 - 15)

d = (47 - 29) / 6

d = 18 / 6

d = 3

1st Term:

a₁₅ = a₁ + (15-1) d

29 = a₁ + (14) 3

29 = a₁ + 42

29 - 42 = a₁

a₁ = -13

5th Term:

a₅ = a₁ + (5-1) d

a₅ = -13 + (4) 3

a₅ = -13 + 12

a₅ = -1

12. 5. Find the common difference of the arithmetic sequence with an = 10 and a21 = 45.​

Answer:

10

Step-by-step explanation:

sana makatulong hope it

13. The Samsung Galaxy Tab A7 Lite LTE is on sale at ₱6,490.00. Its original price is ₱9,490.00. Which of the following statements is true?

Answer:

The statement that is true is: The Samsung Galaxy Tab A7 Lite LTE is currently discounted by ₱3,000.00.

This is because the original price of the tablet is ₱9,490.00, and it is currently on sale for ₱6,490.00. The difference between the original price and the sale price is ₱3,000.00, which represents the amount of discount or savings that can be obtained by purchasing the tablet while it is on sale.

The statement that is true is: The Samsung Galaxy Tab A7 Lite LTE is currently on sale for ₱6,490.00, which is discounted from its original price of ₱9,490.00.

14. a18= 62, a38=162 find a21​

Answer: specify the question is it geo or arith?

Step-by-step explanation:

15. term of the a21=1(21-1)4solution​

Answer:

a21=1(21-1)4

a21=1(20)4

a21=1(80)

a21=80

Hope it helps:)

16. 3. Find the 15th term of the sequence if a8=5 and a21 = -60​

Answer:

-30

Step-by-step explanation:

double check mo maigi baka mali

___follow me,thanks...

17. 3. The marked price of the Samsung Galaxy Z Fold 3 is Php. 87 990, if you buy Galaxy watch 4 you will get 20% off. How much is the new selling price of the Samsung Galaxy Z Fold 3 if I buy the Galaxy watch 4? ​

Question:

3. The marked price of the Samsung Galaxy Z Fold 3 is Php. 87 990, if you buy Galaxy watch 4 you will get 20% off. How much is the new selling price of the Samsung Galaxy Z Fold 3 if I buy the Galaxy watch 4?

Answer:70392

18. Find the 15th term of the sequence if a8=5 and a21=60​

Answer:

c54=78=297

Step-by-step explanation:

yan ang tama wag maniwala sa iba sa akin lang maniwala pa brainlist narin po salamat po sayu

19. find the 15th term of the sequence if a8=5 and a21=-60 with solution​

In the given problem, apply your knowledge about arithmetic sequence involving finding nth term and sum of terms.

Problem

Find the 15th term

Given

a8 = 5 and a21 = -60

Use the formula An = a1 + (n-1)d

In this case, a1 and d is unknown and it requires two equation to solve two unknown variables.

Equation 1

a8 = 5

5 = a1 + (5-1)d

5 = a1 + 4d

Equation 2

a21 = -60

-60 = a1 + (21-1)d

-60 = a1 + 20d

Solve for d

5 = a1 + 4d → a1 = 5 - 4d

-60 = a1 + 20d→ a1 = -60 - 20d

a1 = a1

-60 - 20d = 5 - 4d

-60 - 5 = -4d + 20d

-65 = 16d

d = -4.0625

Solve for a1

if d = -4.0625 and a1 = 5 - 4d

a1 = 5 - 4d

a1 = 5 - 4(-4.0625)

a1 = 5 + 16.25

a1 = 21.25

Solve for 15th Term

an = a1 + (n-1)d

a15 = 21.25 + (15-1)(-4.0625)

a15 = 21.25 + 14(-4.0625)

a15 = 21.25 - 56.875

a15 = -35.625

Answer:

The first 15th term is -35.625.

Learn more about arithmetic sequence here at brainly.ph/question/3803405

#CarryOnLearning

#BRAINLYFAST

20. find the nth term of a1=-8,d=5;a21​

What kind of formula ba ang gagamitin? Arithmetic, geometric etc.?

Answer:

d=5, an=5n-13, a21=92

Step-by-step explanation:

d is 5 so we can conclude that this is an arithmetic sequence, therefore a1=-8, a2=-3, and a3=2.

since the general term for the equation is a1+(n-1)d, we can substitute

5(n-1)-8

and refine to an=5n-13

you can use either of the two formulas, they'll end up the same

To find a21, just use the formula

5(21)-13

105-13

92

a21=92

21. 1. 2,8,14,20,...(a21)2. 3,6,9,12,...(a35)3. -1,-6,-11,-16,...(a18)4. 10,7,4,1,...(a26)5. 16,21,26,31,...(a21)​

answer:

1.26

2.15

3.21

5.36

explanation:

sorry po hindi ko po main tindihan ang number 4.

22. find the 15th term of the sequence if a8=5 and a21=-60

Answer:

The 15th term is -30...

23. 4. Find a21 of an arithmetic sequence if a19 = -72 and d = 7?​

Answer:

a19 = -72 + 7

a20 = -65 + 7

a21 = -58

24. find the 21st term (a21) of 2,4,8,16 geometric sequence​

Answer:

2,097,152

Step-by-step explanation:

Sana makatulong❤️❤️

1x2=2

2x2=4

4x2=8

8x2=16

16x2=32

32x2=64

64x2=128

128x2=256

256x2=512

512x2=1,024

1,024x2=2048

2048x2=4096

4096x2=8192

8192x2=16,384

16,384x2=32,768

32,768x2=65,536

65,536x2=131,072

131,072x2=262,144

262,144x2=524,288

524,288x2=1,048,576

1,048,576x2=2,097,152

25. _____3. find the 15th term of the sequence if a8 = 5 and a21 = -60

Answer:

-30

Step-by-step explanation:

just add -5 and you will find it

26. Find its 21st terms(a21) Arithmetic 1.) 3,5,7,9,11,..

Answer:

a21=43

Step-by-step explanation:

an=a1+(n-1)d

a21=3+(21-1)2

a21=3+(20)2

a21=3+40

a21=43

27. To find a21 substitute 2 to n of a"=2n+1​

Answer:

The Arithmetic Sequence Formula

If you wish to find any term (also known as the {{nth}}nth term) in the arithmetic sequence, the arithmetic sequence formula should help you to do so. The critical step is to be able to identify or extract known values from the problem that will eventually be substituted into the formula itself.

When you’re done with this lesson, you may check out my other lesson about the Arithmetic Series Formula.

Step-by-step explanation:

for step

Answer:

a=2n+1

=2(2)+1

=5+1

=6

Step-by-step explanation:

pa brainliest po

28. find the 15th term of the sequence if a8= 5 and a21= - 60​

Answer:

15th term is -30

Step-by-step explanation:

a8 = 5

a21 = -60

n = 14 (number of terms from a8 to a21)

To get the common difference, use the nth term formula.

an = a1 + (n - 1)d

*Replace (an) to (a21) and (a1) to (a8)

a21 = a8 + (n - 1)d

-60 = 5 + (14 - 1)d

-60 = 5 + 13d

-60 - 5 = 13d

-65 = 13d

*divide both left and right side by 13 to get rid of the numerical coefficient of d

-5 = d

To get the 1st term, use the nth term formula

an = a1 + (n - 1)d

Given:

a8 = 5

d = -5

n = 8 (number of terms from a1 to a8)

*Replace (an) to (a8)

a8 = a1 + (n - 1)d

5 = a1 + (8 - 1)(-5)

5 = a1 + (7)(-5)

5 = a1 - 35

5 + 35 = a1

40 = a1

To get the 15th term, use nth formula again

Given:

a1 = 40

d = -5

n = 15 (number of terms from a1 to a15)

an = a1 + (n - 1)d

a15 = 40 + (15 - 1)(-5)

a15 = 40 + (14)(-5)

a15 = 40 - 70

a15 = -30

#CarryOnLearning

29. find the 15th term of the sequence if a8=5 and a21=47​

Answer:

ano to times or diveded?

30. a13=233,d=673 find a21​

Step-by-step explanation:

nandyan na po yung sagot with explanation