And it is in equilibrium with buoyancy.Niladri Dan said:I think that you should not consider mg as it is in 90° angle with rv
The formula for finding the velocity of a boat as a function of time is v(t) = d(t)/t, where v(t) is the velocity, d(t) is the distance traveled, and t is the time elapsed.
The distance traveled by a boat can be determined by multiplying the velocity by the time elapsed. Therefore, the formula for distance as a function of time is d(t) = v(t)*t.
Yes, the velocity of a boat can change over time due to factors such as wind, currents, and changes in direction. This is why it is important to calculate velocity as a function of time rather than just a single value.
To plot the velocity of a boat over time, you would first need to collect data on the distance traveled at different time intervals. Then, using the formula v(t) = d(t)/t, you can calculate the velocity for each time interval and plot it on a graph with time on the x-axis and velocity on the y-axis.
Yes, the velocity of a boat can be negative if it is moving in the opposite direction of its initial motion. For example, if a boat starts moving east at a velocity of 10 m/s and then changes course to move west at a velocity of 5 m/s, its velocity would be negative (-5 m/s) in relation to its initial motion.