Please
B. light rain over a large area.
C. a decrease in stream discharge.
D. increased capacity of stream channels.
Part (c) The rock is released from rest at point o Derive an expression for the speed v with which the rock crashes into a planet Part (d) Calculate the speed the rock crashes into the planet in m/s
The magnitude of the rock's acceleration half-way between two planets is 1.086 m/s².
The given parameters;
mass of planet, A = 3M
radius of the planet A, = R
mass of planet B, = 4M
radius of planet B, = 2R
distance between the two planets, r = 8R
The gravitational force half-way (4R) between the two planets is calculated from Newton's universal gravitational law as follows;
SEE IMAGE 1
The magnitude of the rock's acceleration is calculated from Newton's second law of motion as follows;
SEE IMG 2
To know more about magnitude of the rock visit:
#SPJ4