00:01
In this problem, we're given some information about how long or how much longer they expect 30 -year -old male and females to live.
00:07
So we're told that they expect 30 -year -old males to live at least 52 .2 more years, and for 30 -year -old females to live at least 55 .8 more years.
00:18
So now let's take a look at part a.
00:20
We're asked to what age could an average 30 -year -old male expect to live, and we're asked to express our answer as an inequality.
00:26
Well, for males, we're told that they're 30 now, and they're expected to live at least 52 .2 more years.
00:36
Well, at least means it could be that value or anything larger.
00:40
So that means males would be greater than are equal to, and we just need to add 30 and 52 .2.
00:46
Well, 30 plus 52 .2 is 82 .2.
00:50
So we would expect males to be greater than are equal to 82 .2 years old.
00:59
All right.
01:00
So now let's take a look at part b.
01:01
Part b, they said to what age could an average 30 -year -old female expect to live? same idea.
01:06
So for the females, because they're expected to live at least 55 .8 more years, that's going to be greater than or equal to...