The linear momentum of a car and truck are equal.which have more speed
The car has More Speed than the truck because ,the first point that the car have not much mass tham the truck so car is moving fast and the second point is that the car has much friction than the truck
As the momentum of both are equal
P1=P2
LET THE MASS OF CAR IS m, and mass of truck is M and their velocity is V1 and V2,
From this it is clear that for momentum to be equal V1 should be more.so speed of car is more
The speed of truck is more than car
Thanx a lot for give u answer
Thanx a lot sara khan for give answer
More data needed.
Car have more speed because car have less Mass
Car has more speed becoz it has less mass than truck
To determine which vehicle has more speed when their linear momenta are equal, we need to understand the concept of linear momentum and its relationship with speed.
Linear momentum (p) is defined as the product of an object's mass (m) and its velocity (v). Mathematically, it can be represented as p = m * v.
If the linear momenta of both the car and the truck are equal, it means that their product of mass and velocity is the same. Let's assume the mass of the car is Mc and the mass of the truck is Mt.
Therefore, we can write the equation as Mc * Vc = Mt * Vt, where Vc and Vt represent the velocities of the car and truck, respectively.
Now, to determine which vehicle has more speed, we need to find the ratio of velocities. By rearranging the equation, we get:
Vc / Vt = Mt / Mc
Since the masses of the car and truck are given as equal, Mt / Mc will be equal to 1. Therefore, the ratio of their velocities will also be equal to 1.
Hence, both the car and truck will have the same speed when their linear momenta are equal.