Showing: am2(82)reset
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Find the volume common to the cylinder $x^2+y^2=a^2$ and $x^2+z^2=a^2$ .
am2(82) written 10 months ago by smitapn6120 • updated 8 months ago by Juilee ♦♦ 2.1k
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Find the volume out off from the paraboloid $x^2+\frac{y^2}{4}+z=1$ by the plane z = 0.
am2(82) written 10 months ago by smitapn6120 • updated 8 months ago by Juilee ♦♦ 2.1k
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Evaluate $\int_{0}^{2}\int_{0}^{x}\int_{0}^{2x+2y}e^{x+y+z}dz\,dy\,dx$ .
am2(82) written 10 months ago by smitapn6120 • updated 8 months ago by Juilee ♦♦ 2.1k
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Find by double integration, the area bounded by the lines $y=2+x,\,y=2-x,\,x=5$ .
am2(82) written 10 months ago by smitapn6120 • updated 8 months ago by Juilee ♦♦ 2.1k
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Solve $(x^2y-2xy^2)dx-(x^3-3x^2y)dy=0$ .
am2(82) written 10 months ago by smitapn6120 • updated 8 months ago by Sanket Shingote ♦♦ 250
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Find volume bounded by cone $z^2 = x^2 + y^2$ and paraboloid $z = x^2$
am2(82) written 2.5 years ago by Aksh_31570 • updated 8 months ago by awari.swati831150
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Find the area bounded between the parabola. $x^2-ay \ and \ x^2=-4a(y-2a)$
am2(82) written 2.5 years ago by Aksh_31570 • updated 8 months ago by awari.swati831150
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Evaluate $\int\limits_0^{\infty} \dfrac {\log(11+ax^2}{x^2}dx\hspace {1cm} a > 0$
am2(82) written 2.5 years ago by Aksh_31570 • updated 8 months ago by Sanket Shingote ♦♦ 250
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Prove that $E = 1 + \triangle = e^{hD}$
am2(82) written 2.5 years ago by Aksh_31570 • updated 8 months ago by Sanket Shingote ♦♦ 250
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