The first compounds are monoterpenes (they have 10 carbon atoms and represent more than 80% of EOs composition) and sesquiterpenes (they have 15 carbon atoms). They could present hydrocarbon acyclic structures, so as mono-, bi- or tricyclic structures. The second ones, also called isoprenoids....
What is the derivative of y= xcos(x)sin(x) ? What is the derivative of sin^3(x)? What is the derivative of sin(\pi x)? What is the derivative of e^10? What is the derivative of 4 - 4sin(theta)^2? What is the derivative of x^15/15?
Next, the intermolecular nucleophilic addition of phenols 18 led to C, which underwent deprotonation to give product 19 (Scheme 15). When 2-alkynylbenzaldoximes 1 reacted with arynes 20 in the presence of AgOTf and TBAF (tetra-n-butylammonium fluoride), a variety of 2-oxa-6-aza-bicycl...
i)(cosx)′=−sinxii)(tanx)′=sec2xiii)(tanu)′=sec2uu′ with u a function of xAnswer and Explanation: We have a function composed of the tangent function whose argument is the trigonometric function cosine. We must apply the rule for the derivative of......
Find the derivative of sinx. Acosx Bsec2x C−cosec2x Dsecx.tanxSubmit Find the derivative of (tanx)logx+(cosx)sinx w.r.t. x. View Solution Find second order derivative of sin(logx) View Solution Find second order derivative of log(sinx) View Solution Find second order derivative of ...
Example: What is d dx sin(x2) ? sin(x2) is made up of sin() and x2: f(g) = sin(g) g(x) = x2 The Chain Rule says: the derivative of f(g(x)) = f'(g(x))g'(x) The individual derivatives are: f'(g) = cos(g) g'(x) = 2x So: d dx sin(x2) = cos(g(x...
The strategy of finding the derivative of a function is dependent on the format of the function. If the function is the product of two sub-functions then the product rule is the better choice. Answer and Explanation:1 Let the given function be {eq}y {/eq} then we have: ...
Here you can see the derivative f'(x) and the second derivative f''(x) of some common functions.Notice how the slope of each function is the y-value of the derivative plotted below it.For example, move to where the sin(x) function slope flattens out (slope=0), then see that the...
3) {eq}\csc x = \dfrac{1}{\sin x}, {/eq} among others.Answer and Explanation: Let us find the derivative of {eq}y = \sec(x) {/eq}. Let's redefine the function as a function of cosine. Thus we have {eq}y = \dfrac{1}{\cos x}......
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