Select an inequality relating e/x, and Vxecos (3z/x). evx < Vxecos (3z/x) e evx < < Vxecos (3z/x) e < Vxecos (31/x) < evx e < Vxecos (37/x) < evx e O evi < VšeCos (3z/x) e Evaluate the limit using the obtained inequality. Give an exact answer. Use symbolic notation and fractions where needed. Enter DNE if the limit does not exist.) lim Vxecos (3xlx) x→0+

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