I'm sorry i can't answer it. How old is felicia?
-(x + y)
Step by Step Explanation
I would say it’s the first one because if you round it it is going to be approximately 12 so that is my reason and also why it isn’t number two is because if you subtract 13.26 and 7.98 you get 5. Something so that’s why
Given

where E <span>is the portion of the unit ball

that lies in the first octant.
This can be evaluated as follows:

</span>
Well, there are 3 feet in 1 yard, and 1.09 yards in 1 meter, so then

notice, we use the ratio, and whichever unit you want cancelled, you simply flip the ratio to have it cancelled, if the "m" is atop and you need that cancel, use the ratio with the "m" at the bottom, m/m = 1, and so they cancel out, and so on.