a force of 5N produce an acc. of 8m/sec. sq. in the mass m1 and acc. of 24m/sec. square in yhe mass m2 what a c. will it give in both the masses are tied together
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Answered by
15
From Newton's second law
F = ma
In first case,
5 = m1 × 8m/s²
so m1 = 5/8 kg
In second case
5 = m2 × 24m/s²
=> m2 = 5/24
If both masses are tied together then total mass = 5/8 + 5/24
=> 15/24 + 5/24
=> 20/24
=> 5/6kg
So when 5 N force is applied on 5/6 kg then acceleration??
Using f = ma
5 = 5/6 × a
=> a = 5 ÷ 5/6
=> a = 5 × 6/5
=> a = 6m/s²
Hope it helps dear friend ☺️
F = ma
In first case,
5 = m1 × 8m/s²
so m1 = 5/8 kg
In second case
5 = m2 × 24m/s²
=> m2 = 5/24
If both masses are tied together then total mass = 5/8 + 5/24
=> 15/24 + 5/24
=> 20/24
=> 5/6kg
So when 5 N force is applied on 5/6 kg then acceleration??
Using f = ma
5 = 5/6 × a
=> a = 5 ÷ 5/6
=> a = 5 × 6/5
=> a = 6m/s²
Hope it helps dear friend ☺️
Mankuthemonkey01:
Thanka miss
Answered by
1
Considering the first case,
f = 5N
m1 = ?
a = 8 m/s^2
As we know,
f = ma
5 = m1 * 8
m1 = 5/8 kg
Similarly in second case,
f = 5N
m2 = ?
a = 24 m/s^2
Since,
f = ma
5 = m2 * 24
m2 = 5/24 kg
On adding their masses we get the sum of their masses when they are tied together,
5/8 + 5/24
15/24 + 5/24
20/24
10/12
5/6 kg
When same force is acted on this sum then,
f = ma
5 = (5/6) * a
a = 5 ÷ (5/6)
a = 5 * 6/5
a = 6 m/s^2
Thanking You!
f = 5N
m1 = ?
a = 8 m/s^2
As we know,
f = ma
5 = m1 * 8
m1 = 5/8 kg
Similarly in second case,
f = 5N
m2 = ?
a = 24 m/s^2
Since,
f = ma
5 = m2 * 24
m2 = 5/24 kg
On adding their masses we get the sum of their masses when they are tied together,
5/8 + 5/24
15/24 + 5/24
20/24
10/12
5/6 kg
When same force is acted on this sum then,
f = ma
5 = (5/6) * a
a = 5 ÷ (5/6)
a = 5 * 6/5
a = 6 m/s^2
Thanking You!
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