A Motorboat Heads Upstream At A Distance Of 24 Km In A River Whose Current Is Running At 3 Km Hr The Trip Up And Back Takes 6hrs Assuming That The Motorboat Maintained

A Motorboat Heads Upstream At A Distance Of 24 Km In A River Whose Current Is Running At 3 Km Hr The Trip Up And Back Takes 6hrs Assuming That The Motorboat Maintained

A Motor Boat Heads Upstream A Distance Of 24 Mathrm Km On A River Whose Current Is Running At 3 Km Per Hour The Trip Up And Back

A Motor Boat Heads Upstream A Distance Of 24 Mathrm Km On A River Whose Current Is Running At 3 Km Per Hour The Trip Up And Back

A Motor Boat Heads Upstream A Distance Of 24km On A River W Scholr

A Motor Boat Heads Upstream A Distance Of 24km On A River W Scholr

Bankers Masti Boats And Stream Problems

Bankers Masti Boats And Stream Problems

A Motor Boat Can Travel 30 Km Upstream And 28 Km Downstream In 7 Hours Sarthaks Econnect Largest Online Education Community

A Motor Boat Can Travel 30 Km Upstream And 28 Km Downstream In 7 Hours Sarthaks Econnect Largest Online Education Community

A Motor Boat Whose Speed Is 24km Hr In Still Water Takes 1 Hr More To Go 32 Km Upstream Than To Return Downstream To Same Spot Find The Speed Of The

A Motor Boat Whose Speed Is 24km Hr In Still Water Takes 1 Hr More To Go 32 Km Upstream Than To Return Downstream To Same Spot Find The Speed Of The

A Motor Boat Whose Speed Is 24km Hr In Still Water Takes 1 Hr More To Go 32 Km Upstream Than To Return Downstream To Same Spot Find The Speed Of The

In the same time it covers a distance of 12 km upstream and 36km downstream.

Motor boat upstream. Ie b5s boats speed is 5 times greater than that of the stream ---3. The equation becomes 100p 30q 6. Let the speed of the stream x km hr.

Find the speed of the boat in still water and that of the streamLet the Speed of Boat. Find the speed of the boat in still water and that of the stream. A motor boat takes 12 hours to go downstream and it takes 24 hours to return the same distance.

It can travel 21km upstream and return in 5h. A motorboat goes 5 miles upstream in the same time it requires to go 7 miles downstream. Time to cross 24km distance upstream is 24x-3 and time to return 24km is 24x3 As total time required is 6 hrs.

Let us denote by p and by q. A motor boat whose speed is 24 kmh in still water takes 1 hour more to go 32km upstream than to return downstream to the same spot. Find the speed of the stream.

A motorboat covers a distance of 16km upstream and 24km downstream in 6 hours. Find the speed of the boat in still water in k m h. It can travel 21 km upstream and return in 5 hours.

It can travel 2 1 k m upstream and return in 5 hours. A motor boat travelling at the same speed can cover 25 km upstream and 39 km downstream in 8 hours. At the same speed it can travel 35 km upstream and 52 km downstream in.

A Motor Boat Is To Reach At A Point 30 Upstream On The Other Side Of A River Flowing With Velocity 5 M S The Velocity Of Motor Boat With Respect To Water

A Motor Boat Is To Reach At A Point 30 Upstream On The Other Side Of A River Flowing With Velocity 5 M S The Velocity Of Motor Boat With Respect To Water

A Boat Covers 32 Km Upstream And 36 Km Downstream In 7 Hours Also Cover 40 Km Upstream And 48 Km Downstream In 9 Hours Find The Speed Of Boat In Still

A Boat Covers 32 Km Upstream And 36 Km Downstream In 7 Hours Also Cover 40 Km Upstream And 48 Km Downstream In 9 Hours Find The Speed Of Boat In Still

A Motor Boat Whose Speed Is 18kmp In Stillwater Takes 1 He More To Go 24 Km Upstream And Return Backfind The Speed Of The Stream Mathematics Topperlearning Com 0v49q6tt

A Motor Boat Whose Speed Is 18kmp In Stillwater Takes 1 He More To Go 24 Km Upstream And Return Backfind The Speed Of The Stream Mathematics Topperlearning Com 0v49q6tt

A Motorboat Takes 6 Hours To Cover 100 Km Downstream And 30 Km Upstream If The Motor Boat Goes 75 Km Downstream And Returns Back To Its Starting Point In 8 Hours

A Motorboat Takes 6 Hours To Cover 100 Km Downstream And 30 Km Upstream If The Motor Boat Goes 75 Km Downstream And Returns Back To Its Starting Point In 8 Hours