Calculate the integral $int_Bfracx^3y^3dlambda_2$ over $B=[(x,y): x^2<8y<8x^2; y^2<x<8y^2]$Evaluate $int sqrt1+x^frac32 operatorname d x$Draw 3d double integral in MapleHelp with this integral? I can't figure out the substitution.Help with evaluating a double integralDouble integral over the region enclosed by 4 curves.Weird indefinite integral homework questionsConverting the integral for the area of a circle from an expression involving $dp$ to one involving $dr$Area of surface of revolution between planes/concentric cylinders of Sphere/PseudosphereModified Wave Equation: Bound $int u^2 , dx$Probability of Jointly Uniform Distributed RV's
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Calculate the integral $int_Bfracx^3y^3dlambda_2$ over $B=[(x,y): x^2
Evaluate $int sqrt1+x^frac32 operatorname d x$Draw 3d double integral in MapleHelp with this integral? I can't figure out the substitution.Help with evaluating a double integralDouble integral over the region enclosed by 4 curves.Weird indefinite integral homework questionsConverting the integral for the area of a circle from an expression involving $dp$ to one involving $dr$Area of surface of revolution between planes/concentric cylinders of Sphere/PseudosphereModified Wave Equation: Bound $int u^2 , dx$Probability of Jointly Uniform Distributed RV's
$begingroup$
$$int_Bfracx^3y^3dlambda_2,$$ where $$B=(x,y): x^2<8y<8x^2; y^2<x<8y^2$$ This is the first time for me, where $2$ variables depend on each other in this manner. I wanted to do some smart substitution, but can't figure out one. Any help appreciated. I also drew this area, but it does not much easier, since it is a bit irregular shape. What is the method in this type of situations?
real-analysis integration analysis lebesgue-integral
$endgroup$
add a comment |
$begingroup$
$$int_Bfracx^3y^3dlambda_2,$$ where $$B=(x,y): x^2<8y<8x^2; y^2<x<8y^2$$ This is the first time for me, where $2$ variables depend on each other in this manner. I wanted to do some smart substitution, but can't figure out one. Any help appreciated. I also drew this area, but it does not much easier, since it is a bit irregular shape. What is the method in this type of situations?
real-analysis integration analysis lebesgue-integral
$endgroup$
add a comment |
$begingroup$
$$int_Bfracx^3y^3dlambda_2,$$ where $$B=(x,y): x^2<8y<8x^2; y^2<x<8y^2$$ This is the first time for me, where $2$ variables depend on each other in this manner. I wanted to do some smart substitution, but can't figure out one. Any help appreciated. I also drew this area, but it does not much easier, since it is a bit irregular shape. What is the method in this type of situations?
real-analysis integration analysis lebesgue-integral
$endgroup$
$$int_Bfracx^3y^3dlambda_2,$$ where $$B=(x,y): x^2<8y<8x^2; y^2<x<8y^2$$ This is the first time for me, where $2$ variables depend on each other in this manner. I wanted to do some smart substitution, but can't figure out one. Any help appreciated. I also drew this area, but it does not much easier, since it is a bit irregular shape. What is the method in this type of situations?
real-analysis integration analysis lebesgue-integral
real-analysis integration analysis lebesgue-integral
edited Mar 29 at 22:32
MarianD
2,2181618
2,2181618
asked Mar 29 at 21:48
ryszard egginkryszard eggink
415110
415110
add a comment |
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