is the independent variable in this equation: y+y3+3=ey2+3x∗cos(3y)−x, evaluate dydx.Implicit Differentiation:The given function consists of two variables and we need to compute the first derivative. To solve this kind of pro...
Linear Equation 线性方程式一个方程式的左边和右边双方都是变量的线性函数,这种方程式常常可以(x,y,z…)=c的形式来表示,在这里f是一个线性函数,而c是一个常数。 linear equation n.线性方程 linear independent solution 线性独立解法 linear homogeneous equation 线性齐次方程 linear integral equation 线性积分方...
1.(Mathematics) a variable in a mathematical equation or statement whose value depends on that taken on by the independent variable:in "y=f(x)", "y" is the dependent variable. 2.(Psychology)psycholstatisticsthe variable measured by the experimenter. It is controlled by the value of the ind...
State the order, degree, dependent and independent variable and determine whether the equation is linear or non-linear. x ({d^2 y} / {dx^2})^3 + ({dy} / {dx})^4 - y = 0 Considering that x is the independent variable in this equation: y + y^{3} + 3 = e^{y^{2 + 3...
In the second one, a dynamic equation in a somehow critical setting is transformed into a noncritical case. These ideas will be demonstrated on problems from oscillation theory and asymptotic theory of second order linear and nonlinear dynamic equations.ehák, Pavel...
Thus a Riemann function associated with a hyperbolic partial differential equation appears in the inequality. By using a representation of the Riemann function, the result is shown to coincide with an earlier result obtained by Walter using an entirely different approach. 关键词: Gronwall's ...
(algebra) In an equation, any variable whose value is not dependent on any other in the equation. [..] + Add translation English-Chinese dictionary 自变量 There may be a demonstrable relationship and a positive correlation between dependent and independent variables. 可能可以看出因变量与自变...
On any graph with x and y axes there is a dependant variable and an independent variable. The independent variable is placed on the y-axis. The independent variable is often the one that either we directly control such as length of time....
In the year 1981 (April 26 – May 2) during the General Inequalities 3 meeting at Oberwolfach, Agarwal proved a two-independent variable analog of the inequality (1.1.1). This result can be stated as follows: If u(t,s) ∈ C (1,1)([a,T] ×..
The random variable is uniformly distributed in the interval (0,1). The random variable Y=5X Find the probability density function of the random variable Y. Determine the cumulative distribution function for the random variable in the following equation; also determine t...