Question

$$Q_{1}\cup Q_{2}\cup Q_{3}\cup Q_{4}U$$

Answer

$$24*pQ^3*Q*c^3*u^3*U$$

Solution


Take out the constants.
\[(2\times 3\times 4)QcccuuuUpQpQpQ\]
Simplify  \(2\times 3\)  to  \(6\).
\[(6\times 4)QcccuuuUpQpQpQ\]
Simplify  \(6\times 4\)  to  \(24\).
\[24QcccuuuUpQpQpQ\]
Simplify.
\[24Q{c}^{3}{u}^{3}UpQpQpQ\]
Use Product Rule: \({x}^{a}{x}^{b}={x}^{a+b}\).
\[24Q{c}^{3}{u}^{3}U{pQ}^{3}\]
Regroup terms.
\[24{pQ}^{3}Q{c}^{3}{u}^{3}U\]