Domain X Less Than Or Equal To 0

So we can solve this for x.

Domain x less than or equal to 0. Domain is less than or equal to 0. So we can say the domain of our square root function is x is greater than or equal to 2 for this example. Means that x can be every number greater than or equal to 7. Means that x can be every number smaller than 5.

The graph shows a curve from 0 upward in the second quadrant. Solution for domain for x is less than 0. There is a point at x 0. Click here to see all problems on functions.

You can put this solution on your website. Y 0 less than or equal to y less than or equal to infinity. Jun 4 2012 1 isn t the domain x less than or equal to ln50 3. What is the range of the function above.

F x x. We don t want it to be a negative number. Graph the function y 4x 5 with the domain x is less than or equal to 0. X lies between or is equal to 3 and 8 2 x 0 means that x can be every number greater than or equal to 2 but smaller than 0.

And we find that x has to be greater than or equal to 2. 0 infinity square root parent function. F x less than or equal to 0 log on algebra. 0 infinity quadratic parent function.

This means the domain restriction should read less than or equal to 0 since that is not the case the domain restrictions listed are not correct. While the domain is restricted strictly less than 0 is not correct. To get 3x down from being an exponent don t you ln both sides. Determine whether the statement the weightlifter does more work in raising 300 kilograms above her.

Since the we are only going to consider the values of x that is less than and equal to zero then our other point is 4 units down and 1 unit to the left of 0 5 which is 1 1. While range is ve hence the domain and range of the graph are the same is false the range of the graph is all real numbers. Functions domain not graphing section. For the function f x x 2 2x 15 solve the following.

Start with the graph of y 4x 5. So we want the expression underneath the radical x minus 2 to be greater than or equal to 0. Answer by jim thompson5910 35256 show source.