If the Value of the Integral from -1 to 1 Cos(ax)/(1 + 3^x) dx is 2/pi, then the value of a is
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a = i + j + k, a = 2i + 4j - 5k, c = xi + 2j + 3k, if d is a unit vector in the direction of b + c
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Given That the Inverse Trigonometric Function .. Then Minimum Value of x^2 + y^2 + 2xy Sina is
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The Area of the region describe by {{x, y}: y^2 less than or equals 4x and y greater than 4x - 1}
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Let f(x) = Integration from 0 to x of (t + sin(1 - e^t)) dt, then Lim(f(x)/x^3) is, IIT JEE Solution
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integral of sin(x)/x from 0 to inf by Feynman's Technique
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Mes 5 intégrales préférées ! : l'intégrale de Wallis [2/5]
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Master Calculus in 30 Days: A Proven Step-by-Step Plan
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