math problem Urgent... Alphathree33 help me out!

[alee25]

The axes of two right circular cylinders of radius "a" intersect at right angles. Find the volume of the solid bounded by the cylinders.

This problem requires integration,

I got the answer (8(a^3)pi)/3 can anyone confirm this?

Thx for the help

 

[StinkyMeat]

I can confirm this.




Edit: Ha ha! Just kidding! Math sux.

 

[alee25]

i was about to say your a damn fast mathematician if you could do it that fast

 

[alee25]

can anyone help me with this?

I used the intergral of disks to do it

 

[Ionizer86]

errrrr......that doesn't look fun....

<-----had enough Calc HW for tonight....

 

[Daishiki]

u think that's bad. try discrete math and boolean algebra. X_x. damn comp sci...

 

[b0mbrman]

<< The axes of two right circular cylinders of radius "a" intersect at right angles. Find the volume of the solid bounded by the cylinders.
This problem requires integration,
I got the answer (8(a^3)pi)/3 can anyone confirm this?
Thx for the help >>



How awful-looking...

 

[alee25]

damn where alphathree33 when you need him

 

[alee25]

need help today, urgent

 

[goodoptics]

check here.

 

[alee25]

whoa, i guess i was wrong, but i cant complete understand it. and why is there no pi in the answer> can anyone help me out to explain this better, i think the guy who solved it in the other thread, used some stuff i dont even know: like -sqrt(r2 - a2) < y < sqrt(r2 ? a2)
I dont know what sqrt is, can anyone still help me out with this problem using integrals speciallfically probably the intergrals of volumes generated by revolging lines around axises