11. If a body having an initial velocity of 10 m/s, moves with a uniform acceleration of
10 m/s2, then the final velocity when it covers a distance of 3 m is
1) 12.64 m/s 2) 14.2 m/s
3) 13.25 m/s 4) 15.25 m/s
rolea distance of 'X' in
Answers
Answered by
17
❒Given :-
Initial velocity (u)of the body is 10m/s
Acceleration of the body(a) is 10 m/s²
Distance covered by the body (s)is 3m
❒Solution:-
As we know that from equations of motion ,
v²- u²= 2as
" v" is the final velocity
"u" is the initial velocity
" a" is the acceleration
"s"is the distance covered
❒Substituting the values ,
v² - u² = 2as
v² - (10)² = 2(10)(3)
v² -100 = 60
v² = 100+60
v² = 160
v = √ 160
v = 12. 64 m/s {1} correct
-----------------------------------------------
❒Know more some formulae :-
- v = u+at
- u = v-at
- s = ut+1/2 at²
- s = vt-1/2 at²
- a = v-u/t
- a = v²-u²/2s
- s = v²-u²/2a
where ,
v = final velocity
u = initial velocity
s = Distance covered
a = accelartion of the body
rsagnik437:
Amazing! :)
Answered by
17
Hola ⚘⚘
Answer:
- 12.64m/s
Explanation:
Given :
- initial velocity = 10m/s
- acceleration = 10 m/s²
- distance covered by the body= 3m
Tofind:
- final velocity when it covers a distance of 3 m is?
Calculation:
>> v²- u²= 2as
- v = final velocity
- u = initial velocity
- a = acceleration
- s = distance covered
>> v² - u² = 2as
>> v² - (10)² = 2(10)(3)
>> v² -100 = 60
>> v² = 100 + 60
>> v² = 160
>> v = √160
>> v = 12.64 m/s
Hence, Option (1) is correct one [✓]
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