A ship travels 2760 km in 9 days 14 hours and another ship 405 km in 1

1.	A ship travels 2760 km in 9 days 14 hours and another ship 405 km in 18 hours compare their speed
Answer» ong>Answer: Given: $\textsf{First <klux>SHIP</klux> travels 2760 km in = 9 days 14 hours}$ $\textsf{<klux>ANOTHER</klux> ship travels 405 km in = 18 hours}$ To find: Compare the speed of both the ship Concept: First convert 9 days 14 hours in hours . Then , divide the hours with the TOTAL distance travelled . It will come the speed of both the ship of one hour . After that compare the speed of both the ships . Convert in hours: ( 1 day = 24 hours ) So , 9 days = 9 × 24 = 216 Now , do sum of 216 hours by 14 hours = 216 + 14 = 230 hours Solution: Speed of first ship at km / hr: $\:\:\:\:\:\:\:\implies{2760\:km\:÷\:230\:hr}$ $\:\:\:\:\:\:\:\implies{12\:km/hr}$ So , the speed of first ship in km/hr is 12 km/hr . Speed of another ship at km / hr: $\:\:\:\:\:\:\:\implies{405\:km\:÷\:18\:hours}$ $\:\:\:\:\:\:\:\implies{22.5\:km/hr}$ So , the speed of second ship in km/hr is 22.5 km/hr. Comparision : So , the second ship is faster than the first one . It is 10.5 km/hr faster than the first ship . Answer: Second ship is faster than the first ship . It is 10 .5 km/hr faster than the first one . Extra information: To find km/hr into m/s: $Speed\:in\:m/s=\frac{5}{18}×Speed\:in\:km/hr$ To find m/s into km/hr: $Speed\:in\:km/hr=\frac{18}{5}×Speed\:in\:m/s$ To find velocity: $Velocity =\frac{Displacement}{Time}$

A ship travels 2760 km in 9 days 14 hours and another ship 405 km in 18 hours compare their speed

Answer»

ong>Answer:

Given:

$\textsf{First <klux>SHIP</klux> travels 2760 km in = 9 days 14 hours}$

$\textsf{<klux>ANOTHER</klux> ship travels 405 km in = 18 hours}$

To find:

Compare the speed of both the ship

Concept:

First convert 9 days 14 hours in hours . Then , divide the hours with the TOTAL distance travelled .

It will come the speed of both the ship of one hour . After that compare the speed of both the ships .

Convert in hours:

( 1 day = 24 hours )

So , 9 days = 9 × 24 = 216

Now , do sum of 216 hours by 14 hours

= 216 + 14 = 230 hours

Solution:

Speed of first ship at km / hr:

$\:\:\:\:\:\:\:\implies{2760\:km\:÷\:230\:hr}$

$\:\:\:\:\:\:\:\implies{12\:km/hr}$

So , the speed of first ship in km/hr is 12 km/hr .

Speed of another ship at km / hr:

$\:\:\:\:\:\:\:\implies{405\:km\:÷\:18\:hours}$

$\:\:\:\:\:\:\:\implies{22.5\:km/hr}$

So , the speed of second ship in km/hr is 22.5 km/hr.

Comparision :

So , the second ship is faster than the first one .

It is 10.5 km/hr faster than the first ship .

Answer:

Second ship is faster than the first ship .

It is 10 .5 km/hr faster than the first one .

Extra information:

To find km/hr into m/s:

$Speed\:in\:m/s=\frac{5}{18}×Speed\:in\:km/hr$

To find m/s into km/hr:

$Speed\:in\:km/hr=\frac{18}{5}×Speed\:in\:m/s$

To find velocity:

$Velocity =\frac{Displacement}{Time}$