Mister Exam
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How to use it?
- Derivative of:
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Derivative of sin(3*x)^(2)
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Derivative of log(x)*cos(x)
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Derivative of log(x^2*e^x)
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Derivative of lnx-x
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Identical expressions
- sinh(seven *y+ one)+ five *y^ three + seven *y^(one / two)+ one
- hyperbolic sinus of e of (7 multiply by y plus 1) plus 5 multiply by y cubed plus 7 multiply by y to the power of (1 divide by 2) plus 1
- hyperbolic sinus of e of (seven multiply by y plus one) plus five multiply by y to the power of three plus seven multiply by y to the power of (one divide by two) plus one
- sinh(7*y+1)+5*y3+7*y(1/2)+1
- sinh7*y+1+5*y3+7*y1/2+1
- sinh(7*y+1)+5*y³+7*y^(1/2)+1
- sinh(7*y+1)+5*y to the power of 3+7*y to the power of (1/2)+1
- sinh(7y+1)+5y^3+7y^(1/2)+1
- sinh(7y+1)+5y3+7y(1/2)+1
- sinh7y+1+5y3+7y1/2+1
- sinh7y+1+5y^3+7y^1/2+1
- sinh(7*y+1)+5*y^3+7*y^(1 divide by 2)+1
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Similar expressions
- sinh(7*y+1)+5*y^3-7*y^(1/2)+1
- sinh(7*y-1)+5*y^3+7*y^(1/2)+1
- sinh(7*y+1)-5*y^3+7*y^(1/2)+1
- sinh(7*y+1)+5*y^3+7*y^(1/2)-1
Derivative of sinh(7*y+1)+5*y^3+7*y^(1/2)+1
The solution
You have entered
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3 ___ sinh(7*y + 1) + 5*y + 7*\/ y + 1
$$\left(7 \sqrt{y} + \left(5 y^{3} + \sinh{\left(7 y + 1 \right)}\right)\right) + 1$$
sinh(7*y + 1) + 5*y^3 + 7*sqrt(y) + 1
The first derivative
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2 7
7*cosh(7*y + 1) + 15*y + -------
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2*\/ y
$$15 y^{2} + 7 \cosh{\left(7 y + 1 \right)} + \frac{7}{2 \sqrt{y}}$$
The second derivative
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7
30*y + 49*sinh(1 + 7*y) - ------
3/2
4*y
$$30 y + 49 \sinh{\left(7 y + 1 \right)} - \frac{7}{4 y^{\frac{3}{2}}}$$