A body starting from rest is moving with a uniform acceleration of 8 metre per second square. Then the distance travelled by it in the fifth second will be?
Answers
Answered by
90
Body started from rest, u =0 m/s
acceleration = 8m/s²
We know that displacement in the nth second = u+ a ( n -1/2)
Displacement in 5th second
=0+(5-1/2)*8
=9/2*8
=36m
the distance travelled by it in the fifth second will be 36 m
acceleration = 8m/s²
We know that displacement in the nth second = u+ a ( n -1/2)
Displacement in 5th second
=0+(5-1/2)*8
=9/2*8
=36m
the distance travelled by it in the fifth second will be 36 m
codeist:
Btw which class this question is of?
Answered by
71
Heya user !!!
Here's the answer you are looking for
Since, the body starts from rest, it's initial velocity (u) = 0
And acceleration (a) = 8m/s²
Distance travelled by it in 5th second can be found in 2 ways
One is directly using the formula
S(nth) = u + a(n - 1/2)
S(5th) = 0 + (8)(5 - 1/2) = 8(9/2) = 36m
Other way is find the distance travelled in nsec, find the distance travelled in (n-1)sec then subtract it.
Here,
S(5) - S(4) = {0 + 8 × 5²/2 } - {0 + 8 × 4²/2}
= 4 × 5² - 4 × 4²
= 4 (5² - 4²)
= 4 ( 25 - 16)
= 4 (9)
= 36m
★★ HOPE THAT HELPS ☺️ ★★
Here's the answer you are looking for
Since, the body starts from rest, it's initial velocity (u) = 0
And acceleration (a) = 8m/s²
Distance travelled by it in 5th second can be found in 2 ways
One is directly using the formula
S(nth) = u + a(n - 1/2)
S(5th) = 0 + (8)(5 - 1/2) = 8(9/2) = 36m
Other way is find the distance travelled in nsec, find the distance travelled in (n-1)sec then subtract it.
Here,
S(5) - S(4) = {0 + 8 × 5²/2 } - {0 + 8 × 4²/2}
= 4 × 5² - 4 × 4²
= 4 (5² - 4²)
= 4 ( 25 - 16)
= 4 (9)
= 36m
★★ HOPE THAT HELPS ☺️ ★★
Similar questions