Model Quiz

Which unit of Real Analysis covers the concepts of finite, countable, and uncountable sets?

• Unit III
• Unit I
• Unit IV
• Unit II

In Real Analysis, what is discussed in Unit II?

• Upper and lower limits
• Addition and multiplication of series
• Taylor’s theorem
• Differentiation

What is discussed in Unit II of Real Analysis?

• Numerical sequences and series
• Compactness and connectedness
• Differentiation and derivatives
• Continuity and limits of functions

Which topic is included in Unit III of Real Analysis?

• Continuity
• Discontinuities
• Differentiation of vector-valued functions
• The number e

Which topic is covered in Unit III of Real Analysis?

• Infinite limits and limits at infinity
• Subsequences
• Monotonic functions
• Rearrangements

What is discussed in Unit III of Real Analysis?

• Rearrangements
• Monotonic functions
• Infinite limits and limits at infinity
• Subsequences

Which topic is covered in Unit IV of Real Analysis?

• The number e
• Continuity and compactness
• Power series
• Differentiation of vector-valued functions

What concept is discussed in Unit IV of Real Analysis?

• Series of nonnegative terms
• Perfect sets
• Differentiation of vector-valued functions
• Continuity and connectedness

What is covered in Unit V of Real Analysis?

• Root and ratio tests
• Compact sets and perfect sets
• Numerical sequences and series
• Differentiation and derivatives

Which concept is NOT part of Unit V in Real Analysis?

• Mean value theorems
• Root and ratio tests
• L’Hospital’s rule
• Compact sets