What does {eq}\arctan 0 {/eq} equal?Trigonometric Identities:The tangent identity in trigonometry is derived from the sine and cosine identities i.e., {eq}\tan x=\dfrac{\sin x}{\cos x} {/eq}. The inverse tangent function is represented as {eq}\arctan {/eq}....
What does \arctan 0 equal? What does \arctan 0 equal a) 0\b)\pi /6\c) \pi /4\d) \pi /3 Find the exact value of each expression. (a) arctan (1) (b) sin-1 (1/sqrt(2)) Find the exact value of eac...
(c) For what value(s) ofbdoeslimx→−1f(x)exist? Lateral Limits: In some cases, when we study the behavior of a function f (x) at a pointx0,, We must specify what happens to the left and to the right of the point...
If \textrm{tan}\; t=-1.4, what is the \textrm{tan}(-t)? Let f(0) = 1 and f(x) = x^{-1} \arctan{x}, for all x \neq 0. What is f^{14}(0)? If \textrm{sin}\; t=\frac{\sqrt{2{2}, what is the \textrm{sin}(-t)? What is Diophantus' Arithmetica? if the ta...
Note: "<>" means not equal to. "<=" means less than or equal to.">=" means greater than or equal to. Here is an example. Y= If (X<X0, Plateau, Plateau*exp(-K*X)) If X is less than X0, then Y is set equal to the variable Plateau. Otherwise Y is computed as Plateau...
arccos x = 2 arctan . If arctan() evaluates to /2, then arccos(-1) will correctly evaluate to 2·arctan() =, because of infinity arithmetic. However, there is a small snag, because the computation of (1 - x)/(1 + x) will cause the divide by zero exception flag to be set...
Also, be aware that the roll equation is undefined when both and are equal to zero, and that for each possible value of the calculation done inside the arctan function there are two valid solutions, not only on the roll but also on the pitch equation. These problems can be easily solved...
What did Ethbell do when she was 68?对非法持有属于国家秘密的文件、资料和其他物品的，以及非法持有、使用专用间谍器材的，国家安全机关可以依法对其（）进行搜查；对其非法持有的属于国家秘密的文件、资料和其他物品，以及非法持有、使用的专用间谍器材予以没收。
arccos x= 2 arctan . If arctan() evaluates to /2, then arccos(-1) will correctly evaluate to 2⋅arctan() = , because of infinity arithmetic. However, there is a small snag, because the computation of (1 - x)/(1 + x) will cause the divide by zero exception flag to be set...
Why does ln1 equal 0? Let f(0) = 1 and f(x) = x^(-1) arctan(x) and for all x is not equal to 0. What is f^(14) (0)? Does 5 cos(x) equal cos(5x)? Show that \tan^{-1} x less-than \frac{\pi}{4} + \frac{1}{2} \ln x for x greater-than 1. ...