In a geometric progression, each term must be:
ANon zero
BNon even
CNon equal
DNon exact
Answer & Solution
Correct answer: A. Non zero
1. The definition involves dividing one term by another.
2. Division requires the divisor not to vanish.
3. A sequence is called geometric progression if each term is non-zero.
4. So the answer is non zero.
_Source: syllabus Mathematics, Ch 8 'Sequences and Series'_
Keep practising Number Series
Browse all Number Series questions for IBPS Clerk, or explore more Reasoning topics.
Related questions
Sequences are said to have important applications in several spheres of:Depreciated values of a commodity are said to occur in a:Which of these is given as forming a sequence over time?Money deposited in a bank over a number of years is given as an example of a:Which sequence is given as an example of a finite sequence?In the standard notation, the letter l stands for the:In a geometric progression, every term except the first bears a constant ratio to the termIn the notation used for a sequence, what do the subscripts denote?