Use the following information:

 s1=5.5,n1=17,s2=6.3,n2=24\displaystyle {s}_{{1}}={5.5},{n}_{{1}}={17},{s}_{{2}}={6.3},{n}_{{2}}={24} 

and the formula to compute the pooled standard deviation:

 sp=(n11)s12+(n21)s22n1+n22=\displaystyle {s}_{{p}}=\sqrt{{\frac{{{\left({n}_{{1}}-{1}\right)}{{s}_{{1}}^{{2}}}+{\left({n}_{{2}}-{1}\right)}{{s}_{{2}}^{{2}}}}}{{{n}_{{1}}+{n}_{{2}}-{2}}}}}= (Round the answer to 2 decimals)