Imagine that you are an explorer . You have just landed on an island and you decide that eventually you would like to bring your friends and realatives there to live.You notice however there aren't any pigs on the island,and you all have exotic tastes: you and your friends and relatives simply adore pigs' feet. (Ok use your imagination here! Pigs' feet are considered a delicay by some,although frankly, I don't see it...) You decide to leave a male and a female pig on the island,go back and get your friends,and return and three years. These pigs will produce THREE LITTERS OF BABIES EACH YEAR (ONE EVERY FOUR MONTHS). There are ALWAYS TWO MALES AND TWO FEMALES IN EACH LITTER.
1) IF ALL THE FEMALES, NO MATTER HOW YOUNG OR HOW OLD, HAVE A LITTER (AS DESCRIBED ABOVE) EVERY FOUR MONTHS AND NO PIGS DIE, HOW MANY PIGS WILL BE ON YOUR ISLAND WHEN YOU RETURN? CAN YOU FIND ANY PATTERNS?
EXPLAIN YOUR STRATEGY AND REASOING PLEASE!!!!!!!!!!!!!!!!!!!!!!!!!
2006-12-03
07:24:21
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4 answers
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asked by
bsktballchik
4
in
Science & Mathematics
➔ Zoology