- #1
Benjamin_harsh
- 211
- 5
- Homework Statement
- How Fx = F(4/5) in this diagram?
- Relevant Equations
- Fx = F(4/5)
##Fx = F\frac{4}{5}##
How Fx = F(4/5) in this diagram?
I am confused.
Last edited:
Benjamin_harsh said:If I am not mistaken, I would say ##\vec{F_x} = F_x.sin\theta## or ##\vec{F_x} = F_x.cos\theta##
Any one would be correct.
Benjamin_harsh said:If I am not mistaken, I would say
Any one would be correct.
Fx is equal to F(4/5) in this diagram because the value of Fx is determined by the y-coordinate of the point where the graph of the function F intersects with the vertical line x=4/5. In other words, Fx represents the value of the function F at x=4/5.
F(4/5) represents the output of the function F when the input is 4/5. In other words, it is the value of the function at the point where the x-coordinate is 4/5 on the graph.
The value of Fx represents the y-coordinate of the point where the graph of the function F intersects with the vertical line x=4/5. F(4/5) represents the output of the function F at the specific input of 4/5. While they may have the same value in some cases, they are not always the same.
The point (4/5, F(4/5)) indicates the specific output of the function F at the input of x=4/5. It is the point where the graph of the function intersects with the vertical line x=4/5.
F(4/5) is calculated by finding the y-coordinate of the point where the graph of the function F intersects with the vertical line x=4/5. This can be done by either using the equation of the function or by looking at the graph and determining the y-value at the given x-value of 4/5.