Answer to Question #228629 in Calculus for Consolar

Question #228629

Determine the field of existence of the function f(x) = 1 / √(1-3x)

Expert's answer

"\\begin{matrix}\n 1-3x\\geq0\\\\\n 1-3x\\not=0\n\\end{matrix}"

"x<\\dfrac{1}{3}"

Domain: "(-\\infin, \\dfrac{1}{3})."

Range: "(0, \\infin)"

Learn more about our help with Assignments: Calculus Pre-Calculus Differential Calculus Multivariable Calculus

Comments

No comments. Be the first!

Leave a comment

Related Questions

1. 27, Let f: R → R be a function such that x<0 then f(x) ≠ 0. Which of the following condition
2. A) solve the following initial value problem: dy/dx= cos^2 y/4x-3 ; y(1)=π/4.B) let F(x,y)=y cos(x^
3. A)Determine the following integrals:(i) "\\int" (x-2/x^2)(X+2/x^2)dx(ii) "\\int" e^5x(e^2x/7+3/e^3x
4. Find the derivatives of the following functions by using the appropriate rules of differentiation:(i
5. Y = In ( e^x + e^-x ) ; a = In^3
6. The first thing “e” wanted to do is to “Calculuize” his favourite game, Super Mario. So, one
7. Use a triple integral to determine the volume of the region bounded by z =px2 + y2 and z = x2 + y2In