Physics, asked by vashishtnandini8, 11 months ago

if a force of 50N makes an angle of 30° with two horizontal then find the both vertical and horizontal components of force?
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Answers

Answered by soniriya213
17

Explanation:

This explanation from Physics/Geometry

60o|

|

| Fy (the vert. comp.)

← 30o_ _ _ _ |

Fx (the horizontal componenet)

F = √(Fx2 + Fy2)

Fy = 50 · cos 60o = 50 · (1/2) = 25 N

Fx = 50 · cos 30o = 50 · (√3)/2 = 25√3 N

I see, that vector sign did not appear in my comment above, so the vector equation is

→ → →

F = 50 cos 30o i + 50 cos 60o j

Bruh...may be this is the ans....✌️✌️

Answered by TrickYwriTer
24

Explanation:

Given -

  • A force of 50 N makes an angle of 30° with horizontal plane.

To Find -

  • Find both vertical and horizontal component.

Figure in the attachment.

Now,

As we know that :-

Where the angle θ is located that component is known as cos

And other component is known as sin

Here,

50 N makes an angle of 30° with horizontal component so, horizontal component is 50 cos30° and the vertical component is 50 sin30°

As we know that :-

cos30° = √3/2, and

sin30° = 1/2

Then,

50 cos30° = 50 × √3/2 = 25√3 N

And

50 sin30° = 50 × 1/2 = 25 N

Hence,

The horizontal component of force is of 253 N

and

The vertical component of force is of 25 N

Attachments:
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