Evaluate the integral ${\displaystyle \underset{\phantom{}}{\overset{\phantom{}}{}}}se{c}^{4}tand.$

$($A$)\frac{1}{4}se{c}^{4}C$

$($B$)\frac{1}{10}ta{n}^{2}se{c}^{5}C$

$($C$)\frac{1}{5}se{c}^{3}C$

$($D$)\frac{1}{2}se{c}^{2}ta{n}^{2}C$

$($E$)\frac{1}{3}se{c}^{3}c$