Basic Arithmetic Question? (1 Viewer)

fatima96

Member
Joined
Sep 14, 2011
Messages
173
Location
omigod AUSTRALIA.
Gender
Undisclosed
HSC
2014
Could you guys help, I don't know what to do here. :/

a river flows at 3 km/h. At what speed must a boat travel in order to make a 35km long trip upstream in 50 minutes? How long will it take the boat to make the return trip downstream? (assuem the boat travels at the same speed travelled upstream).
 

powlmao

Banned
Joined
Feb 17, 2011
Messages
3,970
Location
Hogwarts
Gender
Male
HSC
2012
I am trying to get my head around how to answer it. One sec i will get paper
 

powlmao

Banned
Joined
Feb 17, 2011
Messages
3,970
Location
Hogwarts
Gender
Male
HSC
2012
I can get it. But i have used logs... So that really isn't arithmetic
 

powlmao

Banned
Joined
Feb 17, 2011
Messages
3,970
Location
Hogwarts
Gender
Male
HSC
2012
Forgot. The river goes at 3km/hr

So boat goes 45km/hr
 
Last edited:
D

David_Chen

Guest
Distance= Speed x Time

Speed = Distance/Time


Upstream : Going against the current, so subtract the river flow

(v -3) = 35km / [5/6 hrs]
v = 45km/hr

Downstream: Going with the current, so add river flow

45+3 = 35km/ [ t hours]

solve for t

t = 35 / [48] = 0.729..hours = 0.729 x 60mins = 43 minutes and 45 seconds.
 

Drongoski

Well-Known Member
Joined
Feb 22, 2009
Messages
4,254
Gender
Male
HSC
N/A
Is the answer: 43 3/4 mins?

Edit: David has posted it ahead of me.
 
Last edited:

fatima96

Member
Joined
Sep 14, 2011
Messages
173
Location
omigod AUSTRALIA.
Gender
Undisclosed
HSC
2014
Distance= Speed x Time

Speed = Distance/Time


Upstream : Going against the current, so subtract the river flow

(v -3) = 35km / [5/6 hrs]
v = 45km/hr

Downstream: Going with the current, so add river flow

45+3 = 35km/ [ t hours]

solve for t

t = 35 / [48] = 0.729..hours = 0.729 x 60mins = 43 minutes and 45 seconds.
Thankyou, your answer is perfect
 

Drongoski

Well-Known Member
Joined
Feb 22, 2009
Messages
4,254
Gender
Male
HSC
N/A
As Salaam Mu'alaikum

Question is not one on Basic Arithmetic, Fatima.
 

Demento1

Philosopher.
Joined
Dec 23, 2011
Messages
866
Location
Sydney
Gender
Male
HSC
2014
Thankyou, your answer is perfect
He should put it in LaTeX like below so the answer and working out is neater and easier to read.

Upstream : Going against the current, so subtract the river flow





Downstream: Going with the current, so add river flow



Solve for t

 
Last edited:

Users Who Are Viewing This Thread (Users: 0, Guests: 1)

Top