A force of 230N acts in the direction 065 degree. Find its horizontal component.
Fx = F cosθ = 230 cos65° = 97.2 N
No idea
97.2N
To find the horizontal component of a force, we need to determine the component of the force that acts in the horizontal direction (usually along the x-axis).
To do this, we can use trigonometry. Let's break down the given information:
Force magnitude (F) = 230 N
Direction (θ) = 065°
We want to find the horizontal component (Fx). In trigonometry, the horizontal component of a force can be calculated using the formula:
Fx = F * cos(θ)
In this case, we need to find the horizontal component, so we substitute the given values into the formula:
Fx = 230 N * cos(65°)
Now, we can calculate the horizontal component:
Fx ≈ 230 N * cos(65°)
Fx ≈ 230 N * 0.4226
Fx ≈ 97.372 N
Therefore, the horizontal component of the force is approximately 97.372 N.