Respuesta :
Answer:
horizontal component =-7.77 vertical component =-7.77
vector = -7.77 i -7.77 j
Step-by-step explanation:
We have given magnitude let V = 11
And angle [tex]\Theta =225[/tex]
For finding we take cos component of the magnitude
Horizontal component [tex]V_X=Vcos\Theta =11cos225^{\circ}=-7.77i[/tex]
For finding the vertical we take sine component of the magnitude
Vertical component[tex]V_Y=Vsin\Theta =11sin225^{\circ}=-7.77j[/tex]
So vector will be -7.77 i -7.77 j
Answer:
Step-by-step explanation:
Length of vector, R = 11 units
angle, θ = 225°
The horizontal component of the vector is given by
Rx = R Cosθ = 11 Cos 225° = - 7.778
The vertical component of the vector is given by
Rx = R Sinθ = 11 Sin 225° = - 7.778
The vector representation of the vector is given by
[tex]\overrightarrow{R}=R_{x}\widehat{i}+R_{y}\widehat{j}[/tex]
[tex]\overrightarrow{R}=-7.778\widehat{i}-7.778\widehat{j}[/tex]
