From the formula for work
A=F⋅S⋅cos(α)A=F \cdot S \cdot \cos(\alpha)A=F⋅S⋅cos(α)
Where alpha (α\alphaα )is the angle between the direction of the force and the direction of movement
In our case α=0\alpha = 0α=0
then write
S=AF⋅cos(α)=10000(J)1500(N)⋅cos(0)=6,667(m)S=\frac{A}{F \cdot \cos(\alpha)}=\frac{10000(J)}{1500(N) \cdot \cos(0)}=6,667(m)S=F⋅cos(α)A=1500(N)⋅cos(0)10000(J)=6,667(m)
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