Jeez, the point here that he saw to my house.
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Opted to buy, but then beyond of Ah, screw the three should be See in that case would be from square it for free up to two. He said I'm being role see Goes from zero to squirt of three on the fate all the way around from zero. So for decent ago, You do well, So our goes from we from zero off to one r r c. Remember, C Square Siegel do room for minus worm so that Cisco is gonna be squared off.
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So you have the question, but one plus c square single before. That is that at any point before, but to you have r equals one. Plus, he square Well, that's in these curves. So our bryce, uh, but this year, that one from zero up to one my he's been up to that point that point, he's, uh were you would have are square. Are he Turns up, see? So well, I was gonna go from zero up to one up to this point over there where it is given by this condition. You see There, you know you have to think of. Now for border integration in the form off you are. Now, Um do you want to make, uh, you want to do? So you want to do? Ah. So that is if we wanted to compete disorder. So for me, that would be from zero Dubai. I'm being all fair ago's ah, all the way around. Why are square has to be more than warm inside about together. So that c was between zero up to the top that is given by God are floor minus x squared. See most of these mourner down the square root of four minus r squared my by moving. So that, um we have this condition so that all these helper part would be since sees positive before possible with that, but it can be written us. Ah, are I see? Oh, you have equation that are These parties are squared. Tiu have Ah, something like these, if you have. But you can not This bizarre in this recording it he x the Why, uh, she would go from zero to there. It's fairly well the volume element and see in Tripoli's are and so you diploma tries see, in terms of off our so as you can see. Um, you want to Sarah the integral or order of integration as the c. So, um, for the volume, you know, cylindrical coordinates. The suit in there on the side of this is here for senior year. So inside of that sphere, I mean, cylinder, miss idled. So, like these, she would like to set up dangerous in Ah, it's cylindrical coordinates to find his volume. So the other part I'm also inside inside of the cylinder given by X squared plus y squared Siegel, do just more on a warm ceiling. The people who should not see is positive. His funeral rings through on DA We'll see. And then you would like to find set up the angels to find a volume well over Virginia's inside of these. You have the falling volume, you know, a sphere of radius for X squared plus y squared plus c square.
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