Taking the square root of a negative number, for instance, requires the use of the imaginary number i: {eq}\sqrt{-2}=i\sqrt{2} {/eq}, which may be useful mathematically, but cannot be graphed. The square root can also be expressed exponentially, such as {eq}y=x^{\dfrac{1}{2}...
the domain of the function. I'll also take the time to pick not only morex-values, but also more-usefulx-values that will give me nice neat points for plotting. I'll also be sure to include the end-point of the graphed line, being the boundary point given by the "x≤ 3" domain...
Rhombus WXYZ is graphed on a coordinate plane. What is the perimeter of the rhombus? Why is this statement NOT always true? "The longer diagonal of the rhombus is perpendicular to two sides of the rhombus." Explore our homework...
Potential and Velocity Graphs:First, graphed the inMathematicato the determine appropriate range ofE. Then, I defined anEand graphed the velocity to visually inspect where the roots are at thatE. Initially, I choseE=0.5. Potential: Velocity: ...
A definite integral is found as the limit between a line graphed from an equation, and the x-axis, either positive or negative. Learn how this limit is identified in practical examples of definite integrals. Related to this QuestionEvaluate the integral. integra...
A definite integral is found as the limit between a line graphed from an equation, and the x-axis, either positive or negative. Learn how this limit is identified in practical examples of definite integrals. Related to this Question Explore our homework questions and answers...
and for a maximum angle of 20°, and these have been graphed (Figs. 4 and 5). It is shown that the root-mean-square angle of bremsstrahlung goes as μE0lnE0μ and similarly for pair production. The dependence of the mean square on the maximum angle of integration is briefly discussed...
Solve the following function f(x)=x3 on the interval [0,8]. Cube Root Function: A cube root function is a well-defined one-to-one continuous function. It means that for every value of x, we can get a unique value of y. Also, the slope of this function is always positi...
A definite integral is found as the limit between a line graphed from an equation, and the x-axis, either positive or negative. Learn how this limit is identified in practical examples of definite integrals. Related to this QuestionEvaluate the integral by i...
Definite Integrals: Definition from Chapter 12 / Lesson 6 21K A definite integral is found as the limit between a line graphed from an equation, and the x-axis, either positive or negative. Learn how this limit is identified in practical exa...