Take out the constants.
\[(1.14\times 4\times 41.2)tnnnxpoWr\imath e\imath ee-3\times -3\times -3\]
Simplify \(1.14\times 4\) to \(4.56\).
\[(4.56\times 41.2)tnnnxpoWr\imath e\imath ee-3\times -3\times -3\]
Simplify \(4.56\times 41.2\) to \(187.872\).
\[187.872tnnnxpoWr\imath e\imath ee-3\times -3\times -3\]
Simplify \(187.872tnnnxpoWr\imath e\imath ee\) to \((187.872)t{n}^{3}xpoWr\imath e\imath ee\).
\[187.872t{n}^{3}xpoWr\imath e\imath ee-3\times -3\times -3\]
Use Product Rule: \({x}^{a}{x}^{b}={x}^{a+b}\).
\[187.872t{n}^{3}xpoWr{\imath }^{2}{e}^{3}-3\times -3\times -3\]
Use Square Rule: \({i}^{2}=-1\).
\[187.872t{n}^{3}xpoWr\times -1\times {e}^{3}-3\times -3\times -3\]
Simplify \(187.872t{n}^{3}xpoWr\times -1\times {e}^{3}\) to \((-187.872)t{n}^{3}xpoWr{e}^{3}\).
\[-187.872t{n}^{3}xpoWr{e}^{3}-3\times -3\times -3\]
Regroup terms.
\[-187.872Wr{e}^{3}t{n}^{3}xpo-3\times -3\times -3\]
Simplify \(3\times -3\) to \(-9\).
\[-187.872Wr{e}^{3}t{n}^{3}xpo-(-9\times -3)\]
Simplify \(-9\times -3\) to \(27\).
\[-187.872Wr{e}^{3}t{n}^{3}xpo-27\]
-187.872*Wr*e^3*t*n^3*x*p*o-27
