y= arc tan { cosx /( 1+ sin x) }+ sin ( e^x) Then 2( dy/ dx) + 1= 2e^x cos ( e^x)
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y= arc sin {(3cosx + 4sinx) /5} Then ( dy/ dx) = 1 || DERIVATIVE | INVERSE CIRCULAR FUNCTIONS
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y= arc cot [{x^x- x^(-x)}/2] Then ( dy/ dx) at x=1 ||DIFFERENTIATION
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The Dome Paradox: A Loophole in Newton's Laws
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2024's Biggest Breakthroughs in Math
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f(x)= {(a+ x) /(1+x)}^(a+1+2x) Then f' (0) = a^(a+1) [ 2loga + (1- a^2)/a ] ||
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Value of arc sin (sin10) || Concept of General solution of Trigonometric Equation ||
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Rajasthan | Wilde Wege | ARTE Family
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