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∫((5x^2 +11x+26)/(x^2 +2x+5))dx integration by partial fraction |
partial fraction ∫((2x^2 +5x−9)/(√(x^2 −x+1)))dx |
Determine a relation between the coefficients a, b, c, d such that the equation: ax^3 +bx^2 +cx+d=0 has three real roots (with a pair of double roots). |
∫(((2x+3)dx)/(√(x^2 +4x−7))) |
∫(dx/(x^2 −x+1)) |
∫(e^(tan^(−1) x) /(1+x^2 ))dx |
if t_((m+1)) =2t_((n+1)) so proof t_((3m+1)) =2t_((m+n+1) ) help please......... |
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find the sin^(−1) diferentiation |
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^4 (√(49 − 20(√6))) = |
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Find exact form of cos (tan^(−1) ((1/2))) |
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A plane is drawn through the midpoint of a diagonal of a cube perpendicular to the diagonal. Determine the area of the figure resulting from the section of the cube cut by this plane if the edge of the cube is equal to a. |
t_1 =3, t_n =3t_(n−1) +2 ....n>1 |
Is definite integral can have negative value? Because I think ∫_a ^b f(x) dx is total area below graph f(x) from x = a until x = b, so it can′t be negative |
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t_n =(t_(n−1) /n^2 ), t_1 =3;t_2 ,t_3 ,(n≥2) |
But ans is (1/(108)) |
(0.1^− )^2 {1−9(0.16^− )^2 } |
please solve it integrate with respect to x ∫((5x−2)/(3x^2 +2x+1)) |
∫cosec^2 xdx |
∫(e^(tan^(−1) x) /(1+x^2 )) |
Pg 1834 Pg 1835 Pg 1836 Pg 1837 Pg 1838 Pg 1839 Pg 1840 Pg 1841 Pg 1842 Pg 1843 |