$$ \begin{cases}
m&=28.0\ut{kg}\\
F&=110\ut{N}\\
g&=9.80665\ut{m/s^2}
\end{cases} $$
$$ \begin{aligned}
F_h&=F\cos\theta\\
\end{aligned} $$
$$ \begin{aligned}
0&=F_N+F\sin\theta-mg\\
F_N&=mg-F\sin\theta\\
\end{aligned} $$
$$\ab{a}$$
$$\theta=0\degree$$
$$ \begin{aligned}
F_h&=F\cos\theta\\
&=110\ut{N}\\
\end{aligned} $$
$$\ab{b}$$
$$\theta=0\degree$$
$$ \begin{aligned}
F_N&=mg-F\sin\theta\\
&=28g\\
&=274.5862\ut{N}\\
&\approx 275\ut{N}\\
\end{aligned} $$
$$\ab{c}$$
$$\theta=30.0\degree$$
$$ \begin{aligned}
F_h&=F\cos\theta\\
&=55\sqrt{3}\ut{N}\\
&\approx 95.26279441628824\ut{N}\\
&\approx 95.3\ut{N}\\
\end{aligned} $$
$$\ab{d}$$
$$\theta=30.0\degree$$
$$ \begin{aligned}
F_N&=mg-F\sin\theta\\
&=28g-55\\
&=219.5862\ut{N}\\
&\approx 220\ut{N}\\
\end{aligned} $$
$$\ab{e}$$
$$\theta=60.0\degree$$
$$ \begin{aligned}
F_h&=F\cos\theta\\
&=55\ut{N}\\
\end{aligned} $$
$$\ab{f}$$
$$\theta=60.0\degree$$
$$ \begin{aligned}
F_N&=mg-F\sin\theta\\
&=28g-55\sqrt{3}\\
&\approx 179.32340558371178\ut{N}\\
&\approx 179\ut{N}\\
\end{aligned} $$
$$\ab{g,h,i}$$
$$\mu=0.420$$
$$\ab{g}$$
$$\theta=0\degree$$
$$ \begin{aligned}
F_h&=110\ut{N}\\
f_s&=\mu F_N\\
&=115.326204\ut{N}\\
\end{aligned} $$
$$\text{Stop}$$
$$\ab{h}$$
$$\theta=30.0\degree$$
$$ \begin{aligned}
F_h&=55\sqrt{3}\ut{N}\\
&\approx 95.3\ut{N}\\
f_s&=\mu F_N\\
&=92.226204\ut{N}\\
\end{aligned} $$
$$\text{Move}$$
$$\ab{i}$$
$$\theta=60.0\degree$$
$$ \begin{aligned}
F_h&=55\ut{N}\\
f_s&=\mu F_N\\
&=\frac{21}{50} \(28 g+55 \sqrt{3}\)\ut{N}\\
&\approx 155.33657765484108\ut{N}\\
\end{aligned} $$
$$\text{Stop}$$
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