| The Chain Rule | Product Rule | Quotient Rule | Sum/Difference Rule | Trigonometric Derivatives |
|---|---|---|---|---|
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What is f'(x) = (1-(2/sqrt(x)))/2(x - 4sqrt(x))
f(x) = sqrt(x - 4sqrt(x))
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What is f'(x) = 4x(x+2)e^x
f(x) = (e^x)(4x^2)
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What is f'(x) = 4x^6
f(x) = (4x^8)/(7x)
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What is f'(x) = 6x - 10x^(x-1) (ln(x) + (x-1)/x)
f(x) = 3x^2 - 10x^(x-1)
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What is f'(x) = cos^2(x) - sin^2(x)
f(x) = sin(x)cos(x)
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What is f'(x) = -sec^2(x)sin(tan(x))
f(x) = cos(tan(x))
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What is f'(x) = 48x^(2x+1)(xln(x) + x +1)
f(x) = (3x^(2x))(8x^2)
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What is f'(x) = ((cos(x)(cos(x)+3) - (sin(x)+3x)(-sin(x)))/cos^2(x)
f(x) = (sin(x) + 3x)/(cos(x))
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What is f'(x) = 72x^2 + 68x - 47
f(x) = (4x-3)(6x^2+13x-2)
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What is f'(x) = -sin(x) tan(x) + cos(x) sec^2(x) - csc^2(x)
f(x) = tan(x)cos(x) + cot(x)
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What is f'(x) = ln(2)(2^x)(e^2^x)
f(x) = e^(2^x)
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What is f'(x) = 120cos(x)cos(3x)-40sin(x)sin(3x)
f(x) = (5sin(3x))(8cos(x))
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What is f'(x) = (x^2(sec^2(x)cos(tan(x)) - 2sin(tan(x)))/((2x)^2)
f(x) = (sin(tan(x)))/(x^2)
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What is f'(x) = (3(49x^15 - 56x^14 + 40x^12 - 48x^11 +140x^3 + 32))/(x^3(7x^3+4)^2)
f(x) = (3x^12 - 4x^11 -12)/(7x^5+4x^2)
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What is f'(x) = sin(x) cot(cos(x)) csc(cos(x))
f(x) = csc(cos(x))
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What is f'(x) = ln(2)(2^sin(x))cos(x)cos(2^sin(x))
f(x) = sin(2^sin(x))
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What is f'(x) = 30e^4x^4
f(x) = (e^4x)(6x^2)(x^2)
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What is
f(x) = (cos(x)cot(x))/(cos^2(x))
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What is f'(x) = 8x^(12x^3-12x) ((36x^2 - 12) ln(x) + (12x^3-12x)/x) + 24
f(x) = 8x^(12x^3-12x)+12x^2
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What is f'(x) = cos(x) (sec^2(sin(x)) - 2sin(x))
f(x) = tan(sin(x)) + cos^2(x)
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What is f'(x) = 12(8cos(4x)sin(4x)+4x+(1/x))(sin^2(4x)+ln(x)+2x^2)^2
f(x) = 4(2x^2+sin^2(4x)+ln(x))^3
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What is f'(x) = 48x^(2x-1/2) e^(2x) (4xln(x)+8x+1)
f(x) = (e^2x)(8x^1/2)(12x^2x)
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What is
f(x) = (sqrt(x+sqrtx))/(e^2x)
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What is f'(x) = 13x^(5x^5-12x) ((25x^4-13) ln(x) + (5x^5-13x)/x) + 10x+(13x^2+9x) ((26x+9) ln(x) + (13x^2 + 9x)/x)
f(x) = 10x^(9x+13x^2)+13x^(5x^5-13x)
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What is f'(x) = -3sec^2(x) - 2 cot(c)csc^4(x) - 2cot^3(x)csc^2(x)
f(x) = cot^2(x)csc^2(x) - 3tan(x)
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