Posted by Chan on Monday, August 4, 2008 at 11:25am.
I will assume that you meant to write
y = squareroot of (x^3-3x^2) and not
y = (squareroot of x^3) - 3x^2
Since you cannot take the square root of a negative number (unless you are dealing with imaginary numbers), the domain is wherever x^3 > 3x^2. Since x^2 is always positive, you can divide both sides by x^2 and keep the > sign in the same direction. This leaves you with x > 3
Related Questions
calculus - write the expression in the form bi, where b is the real number ...
math/calculus - f(x)=the squareroot of (x^2-9) and g(x)=1/x-4 find the domain ...
Algebra - I need some help figuring these. Compute each product and simplify ...
Algebra - I need some help figuring these. Compute each product and simplify the...
calculus - find the area of the region enclosed by y=squareroot of x, the line ...
calculus - integrate (1)/(-4ln)3x)^3 -27x^2 cuberoot-3x^3-5 and using the graph ...
Math - 1) Let f(x)=9x-2;g(x)=under square root 3x+7. Find each of the following...
math 11 review - A couple of extra practice questions I can't remember how ...
Calculus - Find the derivative of the function using the definition of a ...
algebra - ^5 squareroot of x^20 *my answer x^4 ^3 squareroot of 729/343 my ...
For Further Reading