the ratio of velocities of two object a and b is 1:3. if the position-time graph of object a is inclined to time axis at 30degree then the position-time graph of object b is inclined to time axis at
tan thetha
60
To determine the inclination of the position-time graph of object B, we need to understand the relationship between velocity and inclination.
In general, the inclination (angle) of a position-time graph represents the slope or rate of change of position with respect to time. This is related to the velocity of an object.
The ratio of velocities for objects A and B is given as 1:3. This means that Object B is moving three times faster than Object A.
Considering the information provided, we know that the position-time graph of Object A is inclined at an angle of 30 degrees. We can now find the inclination of Object B's position-time graph by using the velocity ratio.
Since the velocity ratio is 1:3, we can infer that the ratio of the inclinations of the position-time graphs will also be 1:3.
Therefore, the position-time graph of Object B will be inclined at an angle of 30 degrees divided by 3, which equals 10 degrees.
Hence, the position-time graph of object B is inclined to the time axis at an angle of 10 degrees.