What is the approximate ratio between the Fibonacci number 610 and the number 377, which immediately precedes it in the sequence?     A   0.618   B     1.618   C     0.861   D     1.816

Q: Write 0.123456 4 as a fraction of two integers using a geometric series

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Q: How many terms does the sequence 12, 17, 22, 27, ..., 577 have? Note: a1 = 12.

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Q: Shani is drawing squares to create a geometric representation of the Fibonacci sequence. She has…

A: Given: Shani draws squares to create a geometric representation of the Fibonacci sequence, and she…

Q: In the following sequence, the figures are made of cubes that are glued together. If the exposed…

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Q: The numbers in the following sequence increase by 14, then by 16, then by 18, etc. Continue this…

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Q: Find the common ratio of the geometric sequence: {- 4, 32, – 256, 2048, – 16384, ...}

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Q: Use the formula S=n2 to find each sum. (Hint: To find n, add 1 to the last term and divide by 2)…

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Q: Complete the sequence: 400. _, 25. * O 200, 100, 50 O 350, 175, 85 O 250, 150, 590 O 300, 200, 100

A: The given sequence is 400,...,.....,.....,25.

Sequence and Series

A sequence is defined as a collection of things. Series is defined to sum the things one by one in the sequence.  It was invented by German mathematician Carl Friedrich Gauss.