Evaluate the triple integral by changing the order. Could someone please help me with this problem?
INT 0..4 INT 0..1 INT 2y..2 (4*cos(x^2)) / (2 *sqrt(z)) dx dy dz
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Evaluate the triple integral by changing the order. Could someone please help me with this problem?
INT 0..4 INT 0..1 INT 2y..2 (4*cos(x^2)) / (2 *sqrt(z)) dx dy dz
Did you draw the picture?
In this case it wouldn't be necessary to draw a picture since you already have the integral limits. All it is asking you to do is change the order you integrate and then evaluate.Quote:
Originally Posted by dwsmith
When you change the order the limits will change.
as dwsmith said, draw a pic.Quote:
Originally Posted by ur5pointos2slo
Doing that you will notice you can switch your y limits to 0 and x over 2 and your x limits to 0 to 2
I misread how to do it then. I apologize. It said you can evaluate in any order and still get the same answer. Anyways, how in the world would I draw this by hand? I cannot even begin to imagine what it would look like.Quote:
Originally Posted by 11rdc11
Don't worry about what is happening above in the 3d figure.
Take the limits and connect them on the axises. Then when you change your differentials you can see how to form your bounds.
Ok that actually makes this problem a lot less complicated. ThanksQuote:
Originally Posted by dwsmith
I would draw the pic for you but not sure how to do on it here. If you have any more questions feel free to ask.Quote:
Originally Posted by ur5pointos2slo