Step 1 :Given the data, we have the following numbers of survivors and total people for men, women, and children:
Step 2 :\(\text{Survived Men} = 243\)
Step 3 :\(\text{Total Men} = 1342\)
Step 4 :\(\text{Survived Women} = 396\)
Step 5 :\(\text{Total Women} = 468\)
Step 6 :\(\text{Survived Children} = 79\)
Step 7 :\(\text{Total Children} = 132\)
Step 8 :We calculate the survival rates as the number of survivors divided by the total number of people in each category:
Step 9 :\(\text{Survival Rate Men} = \frac{\text{Survived Men}}{\text{Total Men}} = 0.181\)
Step 10 :\(\text{Survival Rate Women} = \frac{\text{Survived Women}}{\text{Total Women}} = 0.846\)
Step 11 :\(\text{Survival Rate Children} = \frac{\text{Survived Children}}{\text{Total Children}} = 0.598\)
Step 12 :Comparing the survival rates, we see that the survival rate for men is significantly lower than the survival rates for women and children.
Step 13 :This suggests that the adage 'women and children first' was likely adhered to on this ship.
Step 14 :Final Answer: \(\boxed{\text{B. Yes, because the survival rate for men was much lower than the survival rates for women and children.}}\)