PROBLEM TO BE SOLVED: To provide a highly safe compound having both of fast-acting property and lethal effect, and also having excellent volatility; and to provide an insecticidal and insect-proof agent containing the compound. SOLUTION: The ester derivative of benzyl alcohol is represented by ...
Finally, an application of the fractional derivative, by considering a Population Growth Model, and showing that we can model more accurately the process using different kernels for the fractional operator is provided. 展开 关键词: Fractional calculus Semigroup law Numerical methods Population growth ...
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The derivative of ((7x^2-8^4)/x) is (56x^2(7x^2-8)^3-(7x^2-8)^4)/(x^2) What is the first derivative of ((7x^2-8^4)/x) ? The first derivative of ((7x^2-8^4)/x) is (56x^2(7x^2-8)^3-(7x^2-8)^4)/(x^2)...
Powder x-ray diffraction revealed that HT crystal showed a halo pattern respectively, by mixing and grinding of the CDs and HT. Thus, coground HT/γ-CD and HT/HP-γ-CD at a molar ratio of 1:1 had molecular interaction. Assessment of dissolution revealed that ground mixtures had improved ...
Find the derivative of the function f x = 3x^2 + 5x + 1 ^3 at x = -1. Find the derivative of the function 3x^2. Find the derivative of the function: f(x) = 6e^x + 3x^2. Find the derivative of y = x sin^{-1} \sqrt x. ...
What is the derivative of this function? ex/y=6x−5y Implicit Differentiation with Exponentials: When both the variables x and y is written in the exponent of a exponential function such as ef(x,y), then we'll apply the chain rule of derivative to simplify the exponent of this...
Find the derivative of: (a) y = \sqrt[7] x^6 + x^6e . (b) y = 1/5x^2 + 1/5x . Find the derivative of y = [ln(x+4)^3]^2. Find the derivative of: 6*sqrt(x) - 1/x^(16). Find the derivative. y = e^4x (2x - 1) Find the derivative of y = \frac{(\sin...
H(x,y)=yln(x2+y2+1)Partial Derivative:You have to find the partial derivative of the given function with respect to y. We can use chain rule of partially derivative of the the given function and simplify it to get the desired result....
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