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Analysis

Let $A=\left\{x^{2}: 0<x<2\right\}$ and $B=\{\sin x \cdot 0<x<\pi / 2\}$

There is no 1 – 1 but onto function from A to B

None of these

There is no onto but 1 – 1 function from A to B

There is 1 – 1 and onto function from A to B

Sets & Number System

Series & Convergence

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Notions of Continuity

Integration Theory

Multivariable Calculus

Metric Spaces & Functions