The speed of a train changes from 36 km/h to 72 km/h in 10 sec. Calculate the distance travelled during this time.
415 Views
3 Votes

The speed of a train changes from $36 {km} / {h}$ to $72 {km} / {h}$ in $10 {sec}$. Calculate the distance travelled during this time.

1 Answer

0 Votes

ANSWER : 150 meters.

SOLUTION 

$v=u+f t ; . \text { or, } v-u=f t $

and $v^2=u^2+2 f s ; \text { or, } v^2-u^2=2 f s$

or, $\frac{v^2-u^2}{v-u}=\frac{2 s}{t}  \therefore s=\left(\frac{v+u}{2}\right) t $

Now, $36 {km} / {h}=\frac{36 \times 1000}{60 \times 60}=10 {m} / {sec}$.

and $72 {km} / {h}=\frac{72 \times 1000}{60 \times 60}=20 {~m} / {sec}$.

$s=\left(\frac{v+u}{2}\right) t=\left(\frac{10+20}{2}\right) \times 10=150 \text { metre }$

RELATED DOUBTS

1 Answer
0 Votes
115 Views
0 Answers
0 Votes
69 Views
Asked Feb 3, 2022 60 Views
AbhilashaRani Asked Feb 3, 2022
0 Answers
0 Votes
60 Views
Asked Apr 26, 2023 28 Views
Aman kumar Asked Apr 26, 2023
1 Answer
0 Votes
28 Views
Asked Jan 26, 2022 53 Views
AbhilashaRani Asked Jan 26, 2022
0 Answers
0 Votes
53 Views
1 Answer
0 Votes
164 Views
1 Answer
0 Votes
33 Views
Peddia is an Online Question and Answer Website, That Helps You To Prepare India's All States Boards & Competitive Exams Like IIT-JEE, NEET, AIIMS, AIPMT, SSC, BANKING, BSEB, UP Board, RBSE, HPBOSE, MPBSE, CBSE & Other General Exams.
If You Have Any Query/Suggestion Regarding This Website or Post, Please Contact Us On : [email protected]
Total Visitors :

CATEGORIES