Answer:
To represent a force of 860 N acting towards the north of east, we can break it down into its components along the east and north directions.
First, let's find the component of the force acting towards the east. We can use trigonometry to determine this.
Assuming the angle between the force vector and the east direction is θ, we can use the cosine function to find the east component:
East component = 860 N * cos(θ)
Next, let's find the component of the force acting towards the north. Again, we can use trigonometry, this time using the sine function:
North component = 860 N * sin(θ)
To determine the direction of the force, we can consider the signs of the east and north components.
If the east component is positive, the force is pointing towards the east. If it's negative, the force is pointing towards the west.
If the north component is positive, the force is pointing towards the north. If it's negative, the force is pointing towards the south.
So, by calculating the east and north components and examining their signs, we can determine the direction of the force in relation to the east and north directions.
Step-by-step explanation: