Suppose the speed of the boat is x mph. Then upstream, it travels 5 hours at x-3 mph and so covers 5x - 15 miles.
When going downstream the boat covers the same distance, at x+3 mph, in 2.5 hours so (5x-15)/(x+3) = 2.5
Multiply through by 2*(x+3): 2*(5x-15) = 5*(x+3)
10x - 30 = 5x + 15 or 5x = 45 giving x = 9 mph.
much easier the trip downstream is compared to his return trip. Since the stream aids his speed, he travels at a combined rate of 5 mph (stream) plus his own speed, allowing him to reach the fishing spot in just 2 hours. On the way back, he fights against the current, which slows him down significantly, making the return trip much more challenging and time-consuming. This contrast highlights the impact of the current on his overall travel time.
A current yield is a bond's annual return based on its current price. This is different from its original price and face value.
15 miles
Whilst travelling downstream the boat travels at V + C mph where V is the speed of the boat in still water and C is the speed of the current. Whilst travelling upstream the speed is V - C mph. The downstream velocity = 24/2 = 12mph = V + C therefore C = 12 - V Velocity (speed) = Distance ÷ Time : therefore Distance = Velocity x Time. As the distance in either direction is the same then, 2(V+C) = 3(V-C) 2V + 2C = 3V - 3C V = 5C : substituting for C as C = 12-V V = 5(12 - V) = 60 - 5V 6V = 60 : V = 10 mph. Therefore, C = 12 - 10 = 2 mph The speed of the boat in still water is 10 mph and the speed of the current is 2 mph.
IRR is an abbreviation for the economics term internal rate of return. This is the interest rate compared to the expected profit of project or venture. An IRR is weighed against the cost of capital involved in the venture to determine the feasibility of said venture.
Salmon seem to remember where they were hatched and will attempt to return to the spot. The unusual thing about this is, sometimes it involves swimming,upstream or against the current.
The riddle "Why does a salmon swim upstream?" plays on the idea that salmon swim against the current to return to their spawning grounds. The humorous answer is often “Because it’s easier than swimming downstream!” This highlights the effort and determination of salmon to reach their birthplace, emphasizing their instinctual drive to reproduce.
11 mph
The current is approximately 4 mph.
When Nora refers to someone as "a salmon traveling upstream through his past," she is suggesting that the person is struggling against the current of their own history or experiences. Just as salmon swim upstream to return to their origins, the individual is confronting and grappling with their past, facing challenges and obstacles along the way. This metaphor highlights the difficulty of revisiting painful memories or unresolved issues, emphasizing the effort required to overcome them.
Fish swim upstream by powerfully thrusting their tails to counteract the current. They are then able to slowly but surely travel upstream.
To find how long it will take to return downstream, first determine the effective speed while rowing upstream. The current speed is 2 mph, so your effective speed upstream is your rowing speed minus the current. If it takes 3 hours to row 9 miles upstream, your rowing speed is 5 mph (since 9 miles / 3 hours = 3 mph, and 3 mph + 2 mph = 5 mph). While returning downstream, your effective speed will be 5 mph + 2 mph = 7 mph. Thus, it will take 9 miles / 7 mph = approximately 1.29 hours, or about 1 hour and 17 minutes, to return downstream.
The "River of No Return" is the nickname of a branch of the Salmon River in central Idaho. The river is famous for its strong rapids. The Lewis and Clark Expedition of 1805 was told that if they made it down this river, they would never be able to make it back upstream against the current. Without a motorboat, this still holds true today.
105 mph
Yes, shad do migrate upstream to spawn. Typically, they travel from the ocean into freshwater rivers during the spring as part of their reproductive cycle. This upstream journey allows them to reach suitable spawning habitats, where they lay their eggs in flowing waters. After spawning, adult shad usually return to the ocean.
There are no current plans for her to return.
There are no current plans for her to return.