WebJan 27, 2024 · Can a function have the same X values but different Y-values? A function is a special type of relation . This just says that in a function, you can’t have two … Web•They have the same y-intercept. •They are both even. •They have the same minimum value. •They are both periodic. Definition for f • If the remainder of x divided by 3 is 0, then f(x)=11. • If the remainder of x divided by 3 is 1, then f(x)=−7. • If the remainder of x divided by 3 is 2, then f(x)=2.
Recognizing functions from table (video) Khan Academy
WebJul 7, 2024 · In answering these, remember that by definition, a function can only have one output (y-value) for each input (x-value). A function having more than one y-intercept would violate this, since it would mean that there are two outputs for x=0. Therefore, it is not possible for a function to have more than one y-intercept. Webf (x) = x 2 + 4x + 4. f (x) = -1/2 x + 2. f (x) = x 3 + 1. Horizontal lines are also linear functions, although they do not have an x-value. A horizontal line comes from any equation like y = 3 or y = 6. The line crosses the y-axis at the number given and is horizontal; for any value of x, the y-value is always the same. grant bid writers
Can There Be 2 Of The Same Inputs In A Function? - Times Mojo
WebOk, so basically, he is using people and their heights to represent functions and relationships. 1 person has his/her height. He/her could be the same height as someone else, but could never be 2 heights as once. This goes for the x-y values. An x value can have the same y-value correspond to it as another x value, but can never equal 2 y ... WebThink of a parabola, such as y=x 2. One y value will always have a pair of x values that arrive to that y value (in this case, symmetrically about x=0). A parabolic equation is a function; specifically y is a function of x when y=x 2, but x is not a function of y, because you do not get a specific value of x with any given y value. Web4 Answers. Sorted by: 5. Strictly speaking, a " well-defined " function associates one, and only one, output to any particular input. A function would not be well-defined if say y = f ( x) such that y can take on any number of values at any particular input. Suppose the input … grant biographical sketch