Question

Hi guys!! Answer this question please...
two ships take different routes to reach the “spice capital of the world”. The Distances traveled by the two ships are in the ratio of 3:2. Ship 1 moves at 40kmph and ship 2 travel at 60kmph.If the two ships arrived at their destination with a Time gap of 1 hour, what is the Distance traveled by both​​
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Answer 1

Answer:

ship 1 =144 km
ship 2 =96 km

Step-by-step explanation:

let us take the distance travelled by the first ship as 3x
and distance travelled by the second ship as 2x
total distance travelled by both ships=3x + 2x=5x
distance travelled by first ship = 3 * 40 = 120 km

distance travelled by second ship=2*60=120km
5x=240km
x = 240/5
x= 48km

distance travelled by ship 1 = 3 *48 =144 km

distance travelled by ship 2=2 *48 =96 km

hope this is correct

Answer 2

The total distance traveled by Ship 1 is  360 km and the total distance traveled by Ship 2 is 240 km.

Let's call the total distance traveled by Ship 1 as 3x and the total distance traveled by Ship 2 as 2x.

Then, the time taken by Ship 1 to reach the destination is x / 40 kmph and the time taken by Ship 2 to reach the destination is x / 60 kmph.

Since the time gap between their arrivals is 1 hour, we have:

$x / 40 = x / 60 + 1$

Solving for x, we get:

x = 120 km

So, the total distance traveled by Ship 1 is 3x = 360 km and the total distance traveled by Ship 2 is 2x = 240 km.

The combined distance traveled by both ships is 360 km + 240 km = 600 km.

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