A Review of Basic Function Ideas
... Function: No x’s repeat (it is okay if the y’s repeat). On a graph, you can use the Vertical line test – each vertical line can only touch one point on the line) Domain: x’s ...
... Function: No x’s repeat (it is okay if the y’s repeat). On a graph, you can use the Vertical line test – each vertical line can only touch one point on the line) Domain: x’s ...
final exam
... • state the intervals on which the function values f are decreasing: • state the domain of this function • state the range of this function • the value of local maximum value of f is • compute the function values f (−2) = ...
... • state the intervals on which the function values f are decreasing: • state the domain of this function • state the range of this function • the value of local maximum value of f is • compute the function values f (−2) = ...
Section 5.2 (DAY 1): Evaluate and Graph Polynomial Functions
... Write a polynomial function in _______________ form and classify it. Identify the _______ ____________ of a polynomial function. Use direct substitution to ________ a function for a given value. ...
... Write a polynomial function in _______________ form and classify it. Identify the _______ ____________ of a polynomial function. Use direct substitution to ________ a function for a given value. ...
Cartesian product and correspondences
... If you write a function f in the form y = f(x), y is considered dependent on x and x is said to be the independent variable. A specific input value to a function is called an argument of the function. For each argument x, the corresponding unique y in the codomain is called the function value at x, ...
... If you write a function f in the form y = f(x), y is considered dependent on x and x is said to be the independent variable. A specific input value to a function is called an argument of the function. For each argument x, the corresponding unique y in the codomain is called the function value at x, ...
Mathematical Methods 3 Closed book test: 12–11–2015 Time 9.05
... (1) Give the formal definitions of a function, and a continuous function of one variable. Give an example of a continuous function that is not differentiable. [3 marks] (2) Construct a Newton iteration to compute the fifth root of a given number. Starting from x0 = 1.5, run your iteration to calcula ...
... (1) Give the formal definitions of a function, and a continuous function of one variable. Give an example of a continuous function that is not differentiable. [3 marks] (2) Construct a Newton iteration to compute the fifth root of a given number. Starting from x0 = 1.5, run your iteration to calcula ...
