2. Make your own Fibonacci Sequence up to 10th series and test if the ratio will result the same with the golden ratio. Illustrate also your sequence in a golden rectangle diagram.

Q: How do i calculate the fibonacci sequence in relation to the golden ratio?

A: The golden ratio is a unique number whose value is 1.618.

Q: Find the sum of the first five odd terms of the Fibonacci sequence.

A:

Q: The sum of an infinite geometric series is 108, while the sum of the first 3 terms is 112. Determine…

A:

Q: 16. Find the 20th term of a Fibonacci sequence.

A: Here we have to use the concept of the Fibonacci sequence.

Q: What is the value of d in the arithmetic series 8 +b + c + d + e +... if the sum of the first 87…

A:

Q: Answer the following questions correctly. a. How are Arithmetic, Geometric and Fibonacci sequence…

A: Answer the following questions correctly. a. How are Arithmetic, Geometric, and Fibonacci sequences…

Q: Consider the following sequence of towers of unit cubes. How many unit cubes are there in the nth…

A: First we will count the number of cubes in all the four diagrams. In Diagram 1: 1 cube In Diagram…

Q: Determine whether the infinit geometric series has a sum. If so, find the sum 4 12 4 4 3

A: Given:

Q: When the common ratio of q geometric series is 10, the sum is sometimes easier to compute because we…

A: 1+10+102+103+104+105 It is a geometric series with, a=1,  r=10  &  n=6

Q: If the 8th term of an arithmetic series 39 and the 20th term is -33. What is the common difference?

A:

Q: a. Find the common difference and number of terms in the series 3.5+10+...+647 and hence find the…

A:

Q: 4. There is a stack of logs in the backyard. 15 logs are in the first layer; 14, in the second; 13,…

A:

Q: What is meant by the ratio of a geometric series?

A: geometric series : an infinite sequence of numbers added whose term is found by a multiplying…

Q: 5. –10 – 2 + 6+ •…+ 46 - -

A:

Q: Determine whether the series cenverges Jestify your or laims. a.)

A: SOLUTION

Q: F29 * 3 -( 3

A: We know that, nth Fibonacci number is given by the formula Fn=151+52n-1-52n

Q: Using the first five terms of a sequence formed by (3n - 2), what series will be formed?

A:

Q: Σ, 6 what is the value of the series

A: Sum of the infinite terms of geometric series whose first term is  'a' and common ratio is 'r' is…

Q: The sum of the first four terms of a geometric series is 170.04. The common ratio is 0.3 Find the…

A:

Q: 13. What comes in place of the blank in the following series?WE, SG, PJ, LN,

A: Since you have asked multiple questions here, we will solve the first question for you . To get the…

Q: The 3rd term of an arithmetic series is 34 and the 17th term is -8. Find the sum of the first 20…

A: Note -  According to Bartleby guidelines, we are supposed to do only one question. If you want more…

Q: In our discussion about Fibonacci sequence, we said that Fibonacci numbers occur in the species of…

A: finonacci sequence is defined as sequence in which each term is the sum of two proceeding terms.…

Q: if the 8th term in an arithmatic series is 39 and the 20th term -33 what is the common difference

A:

Q: Find the sum of the series S. 3- 3 In(8) 3 (In(8))? - 3 (In(8))³ _ ... 2! 3!

A:

Q: The sum of the first four terms of a geometric series is 100.8352 and the common ratio is 0.6. Write…

A:

Q: what is the 10th number in the fibonacci sequence

A:

Q: Explain how the golden ratio is related to Fibonacci sequence.

A:

Q: 5. The sum of the first 12 terms of an arithmetic series is 186, and the 20th term is 83. What is…

A:

Q: Given that the 35th term of the Fibonacci Sequence is 9,227,465 and the 33rd term is 3,524,578, what…

A: Given that the 35th term of the Fibonacci Sequence is 9,227,465 and the 33rd term is 3,524,578.Our…

Q: ijah find the sum of the fi

A: Yes Elijah find the sum of the first ten numbers in the Fibonacci sequence.. The step-by-step…

Q: 43.- Study the following series of numbers, which number should go where the question mark is?

A: check out the sequence and find the missing number.

Q: Find the sum, if it existsof the Infinite geometric series S=21+9+3.86+

A: solution:- its geometric series because the common ration is same between the digits

Q: If the first two terms of a Fibonacci sequence are 20,77 then what is the next term

A:

Q: What is the Rule of Fibonacci Sequence?

A:

Q: The 26th term of a Fibonacci sequence is 121393 and the 27th term is 1916418. What is the 24th term?

A: F0=0, F1=1Fn = Fn-1 + Fn-2,  n≥2 F26 =121393F27 =1916418F27 =F27-1 + F27-2F27 =F26 + F25F25 =F27…

Q: Find the sum of the following infinite geometric series  1+1/2+1/4+1/8+... I'm really confused by…

A:

Q: How many terms of the series do we need to add in order to find the sum to the indicated accuracy?

A:

Q: If a die is rolled 35 times, there are 635 different sequences possible. The following question asks…

A: Given data:   The number of times a given die is rolled: n=35.       The probability that one…

Q: What is an infinite series?

A: Given: What is an infinite series?

Q: What is an infinite geometric series?

A:

Q: number

A: In the given question, the concept of series is applied. Series A series is created by a sequence,…

Q: How many terms of the series , do we need to add in order to find the sum to the accuracy…

A: Solution Given ∑n=1∞(-1)n-1n2we need to find the how many series do we need to add in order to…

Q: What is the probability that a 10-digit ternary sequence (0, 1, 2) has exactly three O's?

A: In 10 digit ternary sequence a sequence of size of size 10 is constructed using 0,1 and 2 where each…

Q: A witness in a hit and run accident is interviewed for the plate number of the car.  The witness is…

A: Given: Number of letters in the number plate the witness can remember is, n(l)=2. Number of numbers…

Q: What did Fibonacci say about The Golden Ratio? (A) The Fibonacci sequence is equal to The golden…

A: In this question, the concept of the Fibonacci Sequence is applied. Fibonacci sequence The Fibonacci…

Q: What is a practical application for the Fibonacci sequence?

A:

Q: what is the sum of the arithmetic series: all positive integers that are less than 30

A:

Contingency Table

A contingency table can be defined as the visual representation of the relationship between two or more categorical variables that can be evaluated and registered. It is a categorical version of the scatterplot, which is used to investigate the linear relationship between two variables. A contingency table is indeed a type of frequency distribution table that displays two variables at the same time.

Binomial Distribution

Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.