Answer:
The acceleration due to gravity in planet Pud is of 9345.7m/s²
Explanation:
Since the probe is describing a circular motion around planet Pud, its centripetal acceleration is given by the formula:

Assuming there is no other external forces acting on the probe in the centripetal direction, we have that

Before we plug in the values, we have to convert the speed from km/s to m/s:

Finally, using the given values, we can compute g_{Pud}:

In words, the acceleration due to gravity in planet Pud is of 9345.7m/s²
Answer:
Explanation:
a ) gauge pressure will be due to water column of length 15 cm .
pressure = h d g , h is height of column , d is density of column and g is gravitational acceleration .
= .15 x 10³ x 9.8
= 1470 Pa .
b )
Let due of weight of water column , mercury level in left column goes down by distance h . The level of mercury in right column will rise by the same distance ie by distance h .
So mercury column of 2h height is balancing the water column of height 15 cm
2h x 13.6 x 10³ x g = .15 x 10³ x g
h = .15 / (2 x 13.6)
= .55 x 10⁻² m
= . 55 cm
Difference of height of water column and mercury column
= 15 - 2 x .55 cm
= 13.9 cm .
B) 6.22 N
<em>Is your answer hun! have a great day:3</em>
Answer:
A simple machine is a device that multiply an applied force by the use of the mechanical advantage built into the machine. Therefore, a simple machine changes the direction in which the applied force acts or the magnitude of the applied force, or both in order to do work
A retractable measuring tape is a device used for length measurement such that the direction of the applied force is reversed during retraction, while the magnitude of the output force is constant and dependent on the coil in the measuring
Therefore, the measuring tape does not have a constant mechanical advantage or act as a force multiplier, and therefore;
It is not a simple machine
Explanation:
Answer:
The drag force is 
Explanation:
From the question we are told that
The mass is 
The acceleration 
The force due to the motor is 
Generally the net force acting on the boat is mathematically represented as

=> 
=> 
Generally the drag force acting on the boat is mathematically represented as

=> 
=> 