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Click on a 'View Solution' below for other questions:
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| BBB If y = x + 5x - 2, then find y ′. BBB |
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BBB If g(x) = - 2x23x + 2, then what is g′ (x)?
BBB |
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BBB If y = x2 - 3x + 3x - 3, then y′ = ?
BBB |
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| BBB If y = 9x2-5x-9x + 9, then y′ = ? BBB |
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BBB Find the derivative of e2x ln 2x with respect to x.
BBB |
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| BBB If P(x) = 8x2x - 4, then P′ (x) = ? BBB |
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BBB If a function is defined by T(x) = 3000+20xx + 3, then T ′(x) = ?
BBB |
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| BBB If y = (3x2 + 4x + 9) tan 4x, then find dydx. BBB |
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| BBB Find the derivative of 5xcot 2x with respect to x BBB |
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BBB Find the derivative of 4x( e3x + e-3x) with respect to x
BBB |
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DDD If y = x2 - 5x + 5x - 5, then y′ = ?
DDD |
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DDD If y = cos 2xln 9x, then dydx = ?
DDD |
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| DDD If y = x + 6x - 4, then find y ′. DDD |
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| DDD choose f ′ (x) from the following if x = cos13xcos 13x DDD |
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DDD If f (x) = 1- tan 2x1 + tan 2x, then choose f ′ (x) from the following.
DDD |
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DDD If g(x) = - 2x24x + 2, then what is g′ (x)?
DDD |
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DDD If y = cos 3xln 4x, then dydx = ?
DDD |
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| DDD Find the derivative of 9xcot 2x with respect to x DDD |
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DDD Find the derivative of e2x ln 4x with respect to x.
DDD |
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| DDD If y = 4x2-4x-7x + 4, then y′ = ? DDD |
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| DDD If P(x) = 9x2x - 3, then P′ (x) = ? DDD |
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DDD If a function is defined by T(x) = 2000+40xx + 2, then T ′(x) = ?
DDD |
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| DDD If y = (8x2 + 2x + 9) tan 2x, then find dydx. DDD |
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DDD Find the derivative of 4x( e4x + e-4x) with respect to x
DDD |
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| DDD If f (x) = sin 5xlog 6x, then find f ′ (x). DDD |
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DDD Find the derivative of e3x cot 5x with respect to x.
DDD |
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| DDD If f (x) = 3ax4x, then choose f ′ (x) from the following. DDD |
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DDD Find the derivative of f (x) = a - bcos 5xa + bcos 5x with respest to x.
DDD |
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| DDD Find the derivative of f (x) = a + bsin 6xa - bsin 6x with respect to x. DDD |
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| DDD If f (x) = acos 4x bsin 5x, then find f ′ (x). DDD |
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DDD Find the derivative of f (x) = sin 4x sin 5x with respect to x.
DDD |
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| DDD If f (x) = cos 4xcos 6x, then choose f ′ (x) from the following. DDD |
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DDD If f (x) = 1 + cot 7x1- cot 7x, then find f ′ (x).
DDD |
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