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VARUN RAJ (1635)

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A RIVER IS FLOWING AT A SPEED OF 5 KM AND A MAN CAN SWIM AT THE SPEDD OF 4 KM AND HIS WAING SPEEDIS 1 FIND THE MINIMUM TIME TAEN TO REACH THE POINT DIRECTLY OPPOSITE TOP HIM ON THE OPP BANK AND ALSO FINDTHE DIRECTION TAKEN  THE WIDTH OF THE RIVER 120 KM


WORKING SUPPOE HE MOVES AT AN ANGLE


@ TO THE PERPENDICULAR THE THE TIME TAKEN TO REACH WILL BE 120/4COS@


AMD THE DRIFT WILL BE  (5-4COS@)120/4COS@


THE TIME TAKEN WILL BE  (5-4COS@)120/4COS@/.1


SO TOTAL TIME =(5-4COS@)120/4COS@+120/4COS@


SO THE MINUMUM TIME WILL BE FOUND OUT BY TAKING ITS MINIMA WHICH I CANT


IF THERES A MISTAKE PLS VERIFY


IF NOT SOLVE IT


PLS


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HEMANT BHARDWAJ (806)

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unit of speed are wrong i guess it isKm/hr

i m not getting what is (WAING SPEEDIS 1) here

anyway the minimum time to reach opposite bank shouid be 30hours when he will swim along perpendicular to the river his actual velocity will be resultant of his own velocity and that of the river which can be easily calculated using pythagorus theorem bcoz vectors are perpendicular


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HEMANT BHARDWAJ (806)

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His drift will be 150Km is he wish to cross river in minimum timr coz component of his velocity along river is 5Km/hr bcoz of river flowand time taken by him is 30hrs so his drift is 150Km

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HEMANT BHARDWAJ (806)

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He can not cross the river without undergoing some drift bcoz for this his own speed(4km/hr) shouid be greater then velocity of river(5km/hr)

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VARUN RAJ (1635)

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ACTUALLY EVERYTHING IT IS IN METRES AND SECONDS

From shadows a light shall spring
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The crown less again shall be king.

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biki .... (1645)

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edit ur questn varun

it bcomin clumsy..

what is that 1 ??

km/ ??

biki
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VARUN RAJ (1635)

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RIVER IS FLOWING AT A SPEED OF 5 m/s  AND A MAN CAN SWIM AT THE SPEDD OF 4 m/s AND HIS WAlking SPEED IS 1 m/s FIND THE MINIMUM TIME TAEN TO REACH THE POINT DIRECTLY OPPOSITE TOP HIM ON THE OPP BANK AND ALSO FINDTHE DIRECTION TAKEN  THE WIDTH OF THE RIVER 120 KM




WORKING SUPPOE HE MOVES AT AN ANGLE




@ TO THE PERPENDICULAR THE THE TIME TAKEN TO REACH WILL BE 120/4COS@




AMD THE DRIFT WILL BE  (5-4COS@)120/4COS@




THE TIME TAKEN WILL BE  (5-4COS@)120/4COS@/.1




SO TOTAL TIME =(5-4COS@)120/4COS@+120/4COS@




SO THE MINUMUM TIME WILL BE FOUND OUT BY TAKING ITS MINIMA WHICH I CANT




IF THERES A MISTAKE PLS VERIFY




IF NOT SOLVE IT




PLS


From shadows a light shall spring
Renewed shall be blade that's broken
The crown less again shall be king.

MY BLOG
http://my.opera.com/vu2rje/blog/
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VARUN RAJ (1635)

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I HV EDITED IT

From shadows a light shall spring
Renewed shall be blade that's broken
The crown less again shall be king.

MY BLOG
http://my.opera.com/vu2rje/blog/
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VARUN RAJ (1635)

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pls solve

From shadows a light shall spring
Renewed shall be blade that's broken
The crown less again shall be king.

MY BLOG
http://my.opera.com/vu2rje/blog/
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VARUN RAJ (1635)

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PLS SOLVE DUDES

From shadows a light shall spring
Renewed shall be blade that's broken
The crown less again shall be king.

MY BLOG
http://my.opera.com/vu2rje/blog/
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ankitdixit (0)

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VELO. OF RIVER (U)=5 M/S


VELO.OF MAN( V)= 4M/S


TAN=u/V


DRIFT(X)=(U/ V)* 120


X=150 m


TIME FOR WALKING-= 150s= t'


time for croosing river =120/ v*cos= t''


total time =t' +t''


 

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VARUN RAJ (1635)

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ANTIDIXIT UR METHOD IS WRONG
ANYONE ELSE PLS

From shadows a light shall spring
Renewed shall be blade that's broken
The crown less again shall be king.

MY BLOG
http://my.opera.com/vu2rje/blog/
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Vinodh S (22)

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I dont know if the solution below is correct.But i just gave a try.If it is wrong please say me in which part it's wrong.


 


 


Vinodh

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VARUN RAJ (1635)

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ACTUALLLY WE HV TO FIND THE MIN TIME TAKEN SO WE HV TO USE DIFFRENTIATION
SEE
SUPPOSE THE SWIMMER MOVES AT AN @ WITH THE VERTICAL
THE LESSER @ WILL BE THE LESSER TIME WILL BE NEEDED TO REACH THE OPP SHORE BUT THE DRIFT WIL BE MORE
SO THE TIME TAKEN TO WALK WILL BE MORE SO THIS IS THE CONCEPT OF THIS PROBLEM

From shadows a light shall spring
Renewed shall be blade that's broken
The crown less again shall be king.

MY BLOG
http://my.opera.com/vu2rje/blog/
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Vinodh S (22)

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In the previous post i have found the variable time as a fuction angle @ with vertical.Now differentiating might help.The remaining part is usual one.That's why i thought it might help.If there's any conceptual error plz notify me.


 


Vinodh

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VARUN RAJ (1635)

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CAN U MAKE A FRESH DIAGRAM
I CANT UNDERSTAND PROPERLY

From shadows a light shall spring
Renewed shall be blade that's broken
The crown less again shall be king.

MY BLOG
http://my.opera.com/vu2rje/blog/
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shashank kumar (135)

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I have read somewhere that  in case the velocity of river is greater than the mans velocity then the direction of velocity of man with respecr to river is perpendicuar to the resultant velocity of man


in the figure


Vmr=velocity of man with respecr to river


Vmg=resultant velocity of man


vrg=  velocity of river flow


this might help you.


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