Sketch a direction field for the following differential equation and the solution curve corresponding to the given initial condition.
$y^{'} (t) = 5 - y$ , $y of 0 equals 7$

Direction field plot with colored slope segments and a blue solution curve starting at y=7, approaching y=5 as t increases.

Direction field with colored slope segments and a blue solution curve starting at y=7 on the y-axis.

Direction field with colored slope lines and a blue solution curve passing through point (0,7) on a Cartesian plane.

Direction field with colored slope segments and a blue solution curve starting at y=7, approaching y=5 as x increases.

Sketch a direction field for the following differential equation and the solution curve corresponding to the given initial condition.y′(t)=5−yy^{\(\prime\)}(t)=5-y, y(0)=7y(0)=7