Question

A force of 5N gives a mass m1,an acceleration of 8m/s2, and m2, an acceleration of 24m/s2,what acceleration would it give if both the masses are tried together

Answer 1

We know, F = ma

m1 = 5/8 kg

m2 = 5/24 kg

If the masses are tied, total mass, M = m1+ m2 = 5/6 kg

Acceleration produced, a = 5/(5/6) = 6m/s2 ☺️✌️

Answer 2

Hii..
Here is your answer..

Solution:-
About 1st body:-
Force =5N
Mass =m1
Acceleration=8m/s^2

We know that,
F=m×a
So,
$m1 = \frac{f}{a} \\ = > \frac{5}{8} kg$
About Second body:-
Force=5N
Mass =m2
Acceleration=24m/s ^2
So,
$m2 = \frac{5}{24} kg$
Now,
By combining the mass of both the body,we get:-
$= > m1 + m2 \\ = > \frac{5}{8} + \frac{5}{24} \\ = > \frac{15 + 5}{24}$
$= > \frac{20}{24} kg$
Therefore,
Mass =20/24kg
Force =5N
So,
$force = m \times a$
$acceleration = \frac{5}{ \frac{20}{24} } \\ = > \frac{5 \times 24}{20} \\ = > 6$
Hence,
Acceleration is 6m/s^2

Hope it helps uh...✌️✌️✌️