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@skullpatrol
Hey, if you can use draw; then you can also use equation..plz use it <<
I mean; can you use Equation tool; the drawing looks.."SCARY" ..
And the part I can't see is - dz dy dx Is the order correct ??
My answer came out to be (my favorite number ;) zero
BTW what do I get for becoming "...100% bure smart..." XD XD XD
Switch to spherical coordinates
\[\Large \int_0^1 \left(\int_0^{\frac{\pi }{2}} \left(\int_0^{\frac{\pi }{2}} \frac{\rho ^2 \sin (\phi )}{\rho ^2} \, d\theta \right) \, d\phi \right) \, d\rho =\frac{\pi }{2} \]
Why can't we simply use the definite integral property - \[\int\limits_{b}^{a} f(x) dx = \int\limits_{b}^{a} f(a+b-x) dx\]
PS: I hate hard work :P
@Marki "...i just wanna make sure that i got the correct answer..." What was your answer ??
Are you making a typo or are you intentionally using "bure" ??
Or do I need to buy another dictionary ?? :P
:D
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