Nonlinear Functions
Math · Advanced Math · 132 questions · every one comes with a full explanation.
- 1All values are approximate. The parabola opens downward. The vertex of the parabola is at (0.6 comma 5.5). The parabola passes through the following points: (0.0 comma 3.8) (0.6 cEasy · Advanced Math
- 2Moving from left to right: The curve passes from quadrant 3 to quadrant 4. In quadrant 3, the curve trends up sharply to point (0 comma negative 5). In quadrant 4, the curve trendEasy · Advanced Math
- 3The parabola opens upward. The parabola passes through the following points: (0 comma 0) (3 comma negative 12) (6 comma 0) Scientists recorded data about the ocean water levels aEasy · Advanced Math
- 4The function f is defined by f(x)=4+x. What is the value of f144?Easy · Advanced Math
- 5The parabola opens upward. The vertex is at point (7 comma 0). The parabola passes through the following points: (6 comma 3) (7 comma 0) (8 comma 3) The x-intercept of the graph Easy · Advanced Math
- 6The table shown includes some values of x and their corresponding values of y. Which of the following graphs in the xy-plane could represent the relationship between x and y ?Easy · Advanced Math
- 7The function f is defined by fx=16x. What is the value of fx when x = 3 ?Easy · Advanced Math
- 8Moving from left to right: The curve passes from quadrant 2 to quadrant 1. In quadrant 2, the curve trends up gradually to point (0 comma 2). In quadrant 1, the curve trends up shEasy · Advanced Math
- 9The parabola opens upward. The vertex is at point (4 comma 0). The parabola passes through the following points: (3 comma 5) (4 comma 0) (5 comma 5) What is the x-intercept of thEasy · Advanced Math
- 10For the first curve: Moving from left to right: The curve passes from quadrant 2 to quadrant 1. In quadrant 2, the curve trends up gradually to point (0 comma 3). In quadrant 1,Easy · Advanced Math
- 11If , what is ?Easy · Advanced Math
- 12For the function f defined above, what is the value of ?Easy · Advanced Math
- 13Moving from left to right: The curve passes from quadrant 2 to quadrant 1. In quadrant 2, the curve trends up gradually to point (0 comma 8). In quadrant 1, the curve trends up shEasy · Advanced Math
- 14A ball is dropped from an initial height of 22 feet and bounces off the ground repeatedly. The function h estimates that the maximum height reached after each time the ball hits Easy · Advanced Math
- 15Moving from left to right: The curve passes from quadrant 3 to quadrant 4. In quadrant 3, the curve trends up sharply to point (0 comma negative 6). In quadrant 4, the curve trendEasy · Advanced Math
- 16The function f is defined by fx=x3+9. What is the value of f2?Easy · Advanced Math
- 17The function f(x)=200,0001.21x gives a company's predicted annual revenue, in dollars, x years after the company started selling light bulbs online, where 0<x≤10. What is the bestEasy · Advanced Math
- 18The function f is defined by f(x)=6+x. What is the value of f36?Easy · Advanced Math
- 19The quadratic function graphed above models a particular measure of plant diversity as a function of the elevation in a region of Switzerland. According to the model, which of the Easy · Advanced Math
- 20The function g is defined by gx=x2+9. For which value of x is gx=25?Easy · Advanced Math
- 21The function f is defined as shown. Which of the following graphs in the xy-plane could be the graph of ?Easy · Advanced Math
- 22The function f is defined by fx=8x. For what value of x does fx=48?Easy · Advanced Math
- 23The function f is defined by fx=x3+15. What is the value of f2?Easy · Advanced Math
- 24In quadrant 3, the curve rises to its maximum at point (0 comma negative 3). In quadrant 4, the curve then falls. The graph of the polynomial function f , where y=fx, is shown. ThEasy · Advanced Math
- 25The function f is defined by fx=5x2. What is the value of f8?Easy · Advanced Math
- 26hx=x2-3 Which table gives three values of x and their corresponding values of hx for the given function h ?Easy · Advanced Math
- 27The function f is defined above. What is the value of ?Easy · Advanced Math