What is the definition of a geometric sequence

The video tutorial transitions from discussing arithmetic differences to exploring ratios. It introduces the concept of a constant ratio in sequences, denoted as R, and explains that R cannot be zero. The tutorial concludes with a brief mention of geometric sequences.

What is the primary focus of arithmetic sequences?

• The ratio of consecutive terms

• The difference between consecutive terms

• The product of terms

• The sum of terms

In a geometric sequence, what is the relationship between consecutive terms?

• They have a constant product

• They have a constant ratio

• They have a constant sum

• They have a constant difference

What symbol is used to represent the constant ratio in a geometric sequence?

• D

• C

• R

• G

Why can't the constant ratio in a geometric sequence be zero?

• It would disrupt the sequence's progression

• It would make the sequence constant

• It would make the sequence undefined

• It would make the sequence infinite

What happens if the constant ratio in a geometric sequence is zero?

• The sequence becomes arithmetic

• The sequence becomes constant

• The sequence becomes undefined

• The sequence stops progressing