Answer:
126 kmh⁻¹
Explanation:
We can simply solve this by applying motion equations
where
v - final velocity
u - initial velocity
a-acceleration
t - time
v = u + at
= 25 + 5×2 = 35 ms⁻¹
= (35/1000)×3600 = 126 kmh⁻¹
A) equal
B) half as much
C) twice as much
D) four times as much
Answer: C
Explanation:
Calculate EkA -kinetic energy of car A
m=1000kg
Va=16.66 m/s
EkA=m*Va²/2
Eka=(1000kg*277.556m²/s²)/2
Eka=138 777.8 J
Calculate kinetic energy of CarB:
m=2000 kg
Vb=8.33 m/s
Ekb=(m*Vb²)/2
Ekb=(2000kg*69.39m²/s²)/2
Ekb=69 388.9 J
compare Eka with EkB
Eka/Ekb=138 777.8 J/69 388.9
Eka/Ekb=2
The kinetic energy of car A is twice as much as that of car B. This is calculated using the formula for kinetic energy, which is 1/2 * mass * (velocity)^2.
To compare the kinetic energy of car A with that of car B, we first need to understand the mathematical formula for kinetic energy, which is 1/2 * mass * (velocity)^2.
Let's calculate for each car:
Therefore, car A has twice as much kinetic energy as car B.
#SPJ3
The correct option for above statement is:
Gravity and Inertia
Explanation:
For instance, Gravity from our sun holds us at an essentially same range all the way around. It makes sure we don't sling off into the wisdom of our solar system. Inertia, keeps us in movement, if there were no inertia, our revolution would stop at a standstill. If we stayed, we would be sucked into the sun by its gravity.