Answer
$A_x = 6.6~m$
$A_y = 2.4~m$
$B_x = 6.6~N$
$B_y = -2.4~N$
$C_x = -2.4~m$
$C_y = 6.6~m$
$D_x = -2.4~N$
$D_y = -6.6~N$
Work Step by Step
We can find the x- and y-components of vector A:
$A_x = (7.0~m)~cos(20.0^{\circ}) = 6.6~m$
$A_y = (7.0~m)~sin(20.0^{\circ}) = 2.4~m$
We can find the x- and y-components of vector B:
$B_x = (7.0~N)~cos(20.0^{\circ}) = 6.6~N$
$B_y = -(7.0~N)~sin(20.0^{\circ}) = -2.4~N$
We can find the x- and y-components of vector C:
$C_x = -(7.0~m)~sin(20.0^{\circ}) = -2.4~m$
$C_y = (7.0~m)~cos(20.0^{\circ}) = 6.6~m$
We can find the x- and y-components of vector D:
$D_x = -(7.0~N)~sin(20.0^{\circ}) = -2.4~N$
$D_y = -(7.0~N)~cos(20.0^{\circ}) = -6.6~N$
