Answer:
Horizontal Component of Force decreases and Vertical Component Increases.
Step-by-step explanation:
The rectangular components of a Force are given by:
Horizontal Component:
[tex]F_{x}=Fcos(\theta)[/tex]
Vertical Component:
[tex]F_{y}=Fsin(\theta)[/tex]
Here, F represents the magnitude of the Force and Θ is the angle between the Force F and the horizontal.
The initial value of Θ is 48 degrees. So under this condition the rectangular components will be:
[tex]F_{x}=Fcos(48)=0.67F\\\\ F_{y}=Fsin(48)=0.74F[/tex]
On increasing the angle to 70 degrees, the new rectangular components will be:
[tex]F_{x}=Fcos(70)=0.34F\\\\ F_{y}=Fsin(70)=0.94F[/tex]
From the above calculations we can see that on increasing the angle made by the Force with floor from 48 degrees to 70 degrees:
If the value of Force F is known, the exact value of rectangular components can be calculated from the previous expressions.
