The definite integral ${\displaystyle \underset{0}{\overset{4}{}}}\sqrt[\phantom{2}]{x}dx$ is approximated by a left Riemann sum, a right Riemann sum, and a trapezoidal sum, each with $4$ subintervals of equal width. If $L$ is the value of the left Riemann sum, $R$ is the value of the righ Riemann sum, and $T$ is the value of the trapezoidal sum, which of the following inequalities is true?

$($A

$(D)RL$

$(B)L$

$(D)R$