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IntegrationQuestion and Answers: Page 321 |
(1/(cos (x−a)cos (x−b))) |
∫_0 ^∞ X^6 e^(−x/2) dx= |
∫_0 ^a f(x)dx= |
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Show that volume of a region of space bounded by a boundary surface S is V= (1/3)∫∫_(S ) rcos θdA . θ being the angle between the position vector of a point P on the surface, and the outer normal to the surface at P. r is the distance of point P from origin. |
Compute the area of a loop of the curve 𝛒=asin 2𝛉 ; and even sketch the curve, please. |
∫e^(−x) sin2x dx |
∫_0 ^∞ j_4 (x)dx=? |
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calculate the value of ∫_0 ^(1000) e^(x−[x]) dx =? where.... [x] is greatest integer functon |
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∫ ((9x^4 + 12x(x^3 + 1))/(2(x^3 + 1)^(1/2) )) dx |
How is: ∫ ((x + sin(x))/(1 + cos(x))) dx = xtan((x/2)) + C |
∫(dx/(((√(1+x^2 ))−x)^n ))(n≠1)=(1/2)((z^(n+1) /(n+1))+(z^(n−1) /(n−1)))+cccccc where z=? |
solve∫_0 ^1 ln(x)dx/x^2 −x−1 dx |
Slove ∫xtanx dx |
I=∫(√)x^2 +a^2 dx |
∫((4x)/e^(3x) )dx |
∫ ((a_0 +b_0 x^2 )/((a+x)^2 ))dx |
If∫_1 ^4 f(x) dx = 5 what is the value of ∫_0 ^1 f(3x +1) dx ? |
integrate ∫((cosx−cos2x)/(1+cosx))dx |
integrate ∫sec^3 xdx |
Compute the area of a loop of the curve ((x^2 /a^2 )+(y^2 /b^2 ))=((2xy)/c^2 ) . |
integrate ∫sin^3 xdx |
integrate ∫(x^2 /(√(1−x^2 )))dx |
integrate ∫2^(4x) dx |
Pg 316 Pg 317 Pg 318 Pg 319 Pg 320 Pg 321 Pg 322 Pg 323 Pg 324 Pg 325 |