1 1 vote A boat takes $2$ hours to travel downstream a river from port $\text{A}$ to port $\text{B}$, and $3$ hours to return to port $\text{A}$. Another boat takes a total of $6$ hours to travel from port $\text{B}$ to port $\text{A}$ and return to port $\text{B}$. If the speeds of the boats and the river are constant, then the time, in hours, taken by the slower boat to travel from port $\text{A}$ to port $\text{B}$ is$3(\sqrt{5}-1)$$3(3+\sqrt{5})$$3(3-\sqrt{5})$$12(\sqrt{5}-2)$ Quantitative Aptitude cat2023-set3 quantitative-aptitude speed-distance-time boat-stream + – admin 5.3k points 1.5k views answer comment Share Follow Print See 1 comment 1 1 comment reply rhl 642 points commented Aug 6, 2025 reply Follow flag i am getting Option $C\space3(3-\sqrt5)$ as the answer. 0 0 replyShare Please log in or register to add a comment.