what is the 9th term of the geometric sequence in fraction form

1. what is the 9th term of the geometric sequence in fraction form

give some given please. I cant solve it without any.

2. find the fraction form of 0.444 (use the infinite Geometric sequence)​

Answer:

111  

250

Step-by-step explanation:

444   =  111  

1000      250

3. geometric sequence, pano ako magsosolve kung ang ratio fraction? ​

Divide mo lang. a2 divided by a1

4. 7. In arithmetic sequence, to find the next term, the operation involved is addition, geometric sequence, the operation involved in finding the next term is a division b. fraction c. multiplication d. subtraction ​

Answer:

D. Subtraction

Step-by-step explanation:

First, find the common difference for the sequence. Subtract the first term from the second term. Subtract the second term from the third term. To find the next value, add to the last given number.

5. How to find the specified term of the given geometric sequences if the ratio is a fraction?

Step-by-step explanation: It can be calculated by dividing any term of the geometric sequence by the term preceding it. Identify the number of terms you wish to find in the sequence. Call this number n. For example, if you wish to find the 8th term in the sequence, then n = 8.

If you know that the sequence is geometric, you can choose any one term in the sequence and divide it by the previous term to find the common ratio.

more ... The amount we multiply by each time in a geometric sequence. Example: 1, 2, 4, 8, 16, 32, 64, 128, 256, ... Each number is 2 times the number before it, so the Common Ratio is 2.

Write down any two sequential terms of the geometric series, preferably the first two. For example, if your series is 3/2 + -3/4 + 3/8 + -3/16 + .. your can use 3/2 and -3/4. Divide the second term by the first term to find the common ratio.

6. how to solve fraction in the geometric sequence 4/9×1/3

Answer:

manuod ka nalang ng youtube

7. Solve the problems completely1. Find the sum of the first five terms of the geometric sequence 3,-6,12,… F2.Find the sum of the first six terms of the geometric sequence 4,-12,36,… M3. The first term of an infinite geometric sequence is 8, and the sum of the terms of the sequence is 12. Find the common ratio. F4. The common ratio of a geometric sequence is 2/3 and the fifth term is 640/27 . How many terms will give a sum of 2600/9? M5. Change 0. 36 to a common fraction using the concept of infinite geometric series. F6. The sum of the terms of an infinite geometric series is 25. If the common ratio is 3/5, find it's first term. M​

1. 3,-6,12,-24,48,-96
not sure omg. i can't answer the other questions na

8. Write True if the statement is correct, otherwise, write false32. If the common difference of an arithmetic sequence is negative, then the termsof the arithmetic sequence are decreasing.33. The sum of the terms of a harmonic sequence is equal to the reciprocal of thesum of the terms of its corresponding arithmetic sequence34. Reversing the order of the terms of an arithmetic sequence will still result in anarithmetic sequence.35. The sum of the terms of an arithmetic sequence is always positive.36. A geometric sequence may have a zero term37. The terms of an infinite geometric sequence are increasing if the common ratiois greater than 1.38. In any geometric sequence, if the common ratio is a fraction, then all the termsare also fractions39. The terms of a geometric sequence may have alternating signs.40. The sum of the terms of an infinite geometric sequence is always greater thanone.can you answer or solve​

Sorry i edit my answer someone already answer :-)

9. Directions: Read each item carefully and then answer the questions that follow.Activity 3a. Consider the sequence below.5. 10. 20. 40. 80. ...1. Snow that the sequence is geometne2 Find the value of the 15+ term.. Given the sequencs 24. 12. 63-33. Show that the sequence is geometric4. Find the value of the 13 term as a fraction)c. Find a given that the sequence below is geometric5. {k. 34, 20-k.​

Answer:

3 show that the sequence is geomeyne

10. Given the geometric sequence 8, 16, 32,… find the sum of the first 8 terms. 2) Given 4,2,1,… find S10 . 3.) Given 3, 12, 48,… find S10 . 4.) If a1 = -8, r = ½ , find S6. 5.) Express the decimal 0.36363636… to a fraction in lowest term. 6.) Express the decimal 0.121212… to a fraction in lowest term. 7.) Given the harmonic sequence 1/11, 1/14, 1/17, 1/20,… find the 15th Term. 8.) Insert four harmonic means between 1/3 and 1/33. 9.) Find the first 15 terms of the Fibonacci sequence.

Step-by-step explanation:

1 18r² plus 12²euduwifi8xejj4ifirjeieiwowososos

11. Find the sum to infinity of the geometric sequence with a1 = 5 and r = -1/3. (write your answer in fraction form)

Answer:

-5/3 , 5/9 , -5/27 , 5/81 and so on

Step-by-step explanation:

a1 × r = a2

a2 × r = a3..

12. describe the terms of geometric sequence whose common ratio is a fraction or a decimal between 0 and 1. write four terms of this kind of a sequence and name the common ration.​

Answer:

brainly pa lei

brainly brainly brainly brainly

13. TRUE OR FALSE. Write the word true if the statement is correct and false if the statement is wrong. 1. Arithmetic sequence is a sequence in which each term after the first is obtained by multiplying the preceding term by constant number. _2. In the geometric sequence, if r=1 then an = a1. 3. Any number in a sequence is called term. 4. In a geometric sequence, the term after the first is obtained by multiplying the preceding term by a constant number called common difference. 5. In a geometric sequence, if the terms are in decreasing order, the common ratio is a fraction.​

Answer:

true

false

true

true

false

Answer:

1.True

2.False

3.True

4.False

5.True

14. C. 6 1. Which of the following sequence has a common ratio? a. Arithmetic Sequence c. Geometric Sequence b. Fibonacci Sequence d. Harmonic Sequence 2. What is the next term in the geometric sequence 4, 16, 64,...? a. 128 b. 156 C. 186 d. 256 3. What is the common ratio of the geometric sequence 5, 20, 80, 320, a. 2 b.4 d. 8 4. What is the first term in the geometric sequence 80, 40, 20, 10, 5, ... a. 80 b. 40 d. 4 _5. In an arithmetic sequence, to find the next term the invo eration is addition, while in geometric sequence the involved ? a. fraction c. multiplication b. division d. subtraction c. 2 Determine whether each sequence is a GEOMETRIC or eck mark (7) before the number if it is Geometric and c if it is not.​

Answer:

1. Geometric Sequence

Step-by-step explanation:

kaya mo yan. kawawa ka sa college kung hindi dito ka maghahanap ng sagot.

15. im geometric sequence, Find the first 9 terms of 2, 2√2, 4diba para mahanap yung ratio is didivide yung 2nd term sa first?so ganto 2√2 ÷ 2 ganyan?or isisimplify?tapos kung ididivide agad, √2 edi ayan na yung r? or gagawing fraction?​

Answer:

alam mo?

Step-by-step explanation:

diko alam ei HHHAHA

16. 2.Α. ηC. diD. anArC. 01D. an8.1. A geometric sequence is a sequence where each term after the first isobtained bythe preceding term by a nonzero constant.A. dividing B. adding C. multiplying D. subtractingIt is a sequence where each term after the first term is obtained byadding a constant.A. arithmetic sequenceC. arithmetic seriesB. arithmetic meansD. geometric sequence3. It is the nonzero constant in a geometric sequence.A. common B. common C. first term D. nth termratiodifference4. It is a constant added to each term of an arithmetic sequence to obtainthe next term of the sequence.B. d5. It is a constant multiplied to each term of a geometric sequence toobtain the next term of the sequence.B. d6. Find d of the arithmetic sequence 12, 2, -8, -18, -28,...A. 8B. 9C. 10D. -107. How will you describe the graph of an arithmetic sequence?A. curveB. straightC. circleD. parabolaHow will you describe the graph of a geometric sequence?A. curveB. straightC. circleD. parabola9. Which of the following sequences has a common ratio of 2?A. 2, 4, 8, 16, 32, ...C. 3x, 6x, 18x, 72x, ...B. 10, 8, 6, 4, 2, 0, ...D. 2.25, 4.25, 6.25, 8.25, ...10. Find r in the sequence -2, 2, -2, 2, -2, 2,A. 2B. -2C. -D. -111. The next term in a geometric sequence is obtained by multiplying thepreceding term by a/nA. IntegerB. number C. nonzero constant D. fraction12. The next term in an arithmetic sequence is obtained bythe preceding term by a nonzero constant.A. dividing B. adding C.multiplying D. subtracting13. Find the common ratio in the geometric sequence 1000, 100, 10, ...A. 900B. 10C. 1/900D. 1/1014. Find the common difference in the arithmetic sequence 1, 2,A1C.D.15 Which of the following if FALSE regarding arithmetic and geometricsequences?A r is common ratioC. ay is the 1st termB. d is differenceD. an is the nth term1 1 1 1 1610443B.I442​

Answer:

1. a

2..A

3.

4.B

5.B

6D.

Step-by-step explanation:

17. Design Sequences and Series:-A. Arithmetic Sequence and Series1. Design an ascending arithmetic sequence with 2nd term 5 and the common difference isnot less than 5. Example: an 5(n - 1) an = {0,5,10,15, ... } common difference: 52. Design a finite arithmetic series for number 1 using not less than 5 terms.3. Design an infinite series for number 1Example: an = 5(n-1) an = {0,5,10,15, ...} common difference: 5B. Geometric Sequence and Series1. Design an ascending geometric sequence with first term 5 and the common ratio is afraction. Example: an =2. Design a finite geometric series for number 1 using not less than 5 terms.--=​

sorry hindi ko po alam yan pero good luck po and thx for points

18. Consider the sequence {12, -6, 3, -3/2 ,...} a) Show that the sequence is geometric. b) Find the equation for the general term. c) Find the value of the 13th term (as a fraction).

Answer:

picture nalang po diko maintindihan

19. 1. What is the fourteenth term of the sequence 21, -84.336, ... ?2. What is the geometric mean between 312 and 37 752?3. How many terms are there in a geometric sequence -19,76 +964.65814. What fraction is equivalent to 0.54545454...?5. What is the sum of the first nine terms of a geometric sequence whose first termis 132 and the common ratio is ?6. What value of x can make the sequence 42,7% + 6,17x-6 a geometricsequence?7. What term of a geometric sequence -15.-5.-aIs-8. What is the sum to Infinity of the sequence9. Find the sum of the first five terms of a geometric sequence whose sixth term is33 614 and eighth term is 1 647 086.10. Suppose Denis saves P500 on the first week and subsequently, increase hissavings by 50% after each week. How much be his savings after 12 weeks?​

Answer:

what is the geometric mean between 321 and 37 752

20. Give 5 examples of geometric sequence Then give the common ratio~ Number 1 & 2 All terms are positive~ Number 3 & 4 All terms are NegativeNumber 5 Fraction​

Answer:

2,4,8,16,32 r= 2800, 400, 200, 100, 50 r=1/210,20,40,80,160 r=24/3, 4, 12, 36, 108 r=33125, 625, 125,25,5 r= 1/5

Step-by-step explanation:aybe its the answer

21. 2. Find the sum of 10 terms of the progression: 1,1/2 ,1/4 ,… (up to three decimal places) 3. Find the sum: first term = 3, r = -1, n = 9 4. Find the sum: first term = 3, r = -1, n = 12 5. Find the sum to infinity of the geometric sequence with a1 = 5 and r = -1/3. (write your answer in fraction form)

Answer:

2. 10+1+1/2+1/4=11+1/2+1/4=11+3/4=47/4

3. 3+r= -1+n=9=(n,r)=(10,6)

4. 3+r= -1+n=12=(n,r)=(13,9)

5. a1=5 + r= -1/3=(a,r)=(-1/3 , -16/3

22. activity 3 a.consider the sequence below:5,10,20,40,80,...1.show that the sequence is geometric2.find the value of the 15th term.b.given sequence 24,12,-6,3,-3/2,...3.show that the sequence is geometric.4.find the value of the 13th term (as a fraction).c.find k, given that the sequence below is geometric.5.{k, 3k, 20-k, ...}​

Answer:

a.

1.80÷40=2

40÷20=2

20÷10=2

10÷5=2

2.

80×2=160

160×2=320

320×2=640

640×2=1280

1280×2=2560

2560×2=5120

5120×2=10 240

10 240 ×2=20 480

20480×2=40 960

40 960×2= 81 920

check

a15=5r^2^15-1

a15=5(16 384)

a15=81 920