Respuesta :
To determine the velocity, let us use the equation:
v = √[tex] \frac{2K}{m} [/tex]
The kinetic energy (K) is equivalent to 3,600 J, and mass (m) is equivalent to 50kg. Let us now solve for velocity.
v = √[tex] \frac{2K}{m} [/tex]
v = √[tex] \frac{2 (3,600 J)}{50 kg} [/tex]
v = √[tex] \frac{7,200}{50} [/tex]
v = √144
v = 12
The velocity of the tiger is 12 meter/second.
v = √[tex] \frac{2K}{m} [/tex]
The kinetic energy (K) is equivalent to 3,600 J, and mass (m) is equivalent to 50kg. Let us now solve for velocity.
v = √[tex] \frac{2K}{m} [/tex]
v = √[tex] \frac{2 (3,600 J)}{50 kg} [/tex]
v = √[tex] \frac{7,200}{50} [/tex]
v = √144
v = 12
The velocity of the tiger is 12 meter/second.