Question

A vector of 10 units acts at a point making an angle 30°with the horizontal . what is the horizontal and vertical component of the vector?​

Answer 1

Answer:

A vector of 10 units at at a point making an angle of 30 ... what are the horizontal and vertical components of the vector ... FILL IN THE BLANK this force always acts in the ...

27 votes

Horizontal component of vector = 10cos 30 degree= 5 root3 ....along x - axisvertical component ... More

10 votes

Answer:I don't knowExplanation: More

Answer 2

We know

• Horizontal Component of Vector = vcos(θ)

• Vertical Component of Vector = vsin(θ)

According To Question

• v = 10

• θ = 30

Solution

Horizontal Component of Vector = vcos(θ)

⇒ Horizontal Component of Vector = 10 × cos(30)

⇒ Horizontal Component of Vector = 10 × √3/2 units

⇒ Horizontal Component of Vector = 5 × √3 units

⇒ Horizontal Component of Vector = 5√3 units

Vertical Component of Vector = vsin(θ)

⇒ Vertical Component of Vector = 10 × sin(30)

⇒ Vertical Component of Vector = 10 × 1/2 units

⇒ Vertical Component of Vector = 10/2 units

⇒ Vertical Component of Vector = 5 units