Category | Format | Size |
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People's Education Press Eighth Grade Mathematics Volume 2 | pptx | 6 MB |
Description
"Variables and Functions" First Time Function PPT Courseware 4
Situation introduction
(1) Have you ever ridden a Ferris wheel? When you sit on the Ferris wheel, how does your height h from the ground change as time t changes?
variable
The quantities that describe the rotation process of the Ferris wheel are time t and height h. The height h changes with the change of time t, and they will take different values.
Quantities that can take on different values during a certain change process are called variables.
As the deposit period x grows, the corresponding annual interest rate y also grows.
In the above change process, there are two variables: deposit period x and annual interest rate y.
For each value of the deposit period x, the annual interest rate y has a unique value corresponding to it.
Let us say that the deposit period x is the independent variable and the annual interest rate y is the dependent variable.
It is also said that the annual interest rate y is a function of the deposit period x.
generalize
Variable: A quantity that can take on different values during a certain change process is called a variable.
Constant: In the process of researching a problem, there is another quantity whose value always remains unchanged, which we call a constant. Such as 300 000 in question three and π in question four.
The concept of function
In each of the above questions, two variables appear, and they are interdependent and closely related.
Generally, if there are two variables in a change process, such as x and y, and for each value of x, y has a unique value corresponding to it, we say that x is the independent variable and y is the dependent variable. At this time, it is also said that y is a function of x.
think
1. Among the various functions that appear in the above "Try it", are there any restrictions on the values of the independent variables? If so, write down its value range.
y=10-x (x is a natural number from 1 to 9)
y=180°-2x(0<x<90°)
y=1/2x²(0≤x≤10)
2. In question 1 above, when the horizontal addend of the black grid is 3, what is the vertical addend? When the vertical addend is 6, what is the horizontal addend?
For the function in question 1, when the independent variable x=3, the corresponding function y
The value of y=10-3=7, then use 7 as the function value when x=3
Example 1 Find the value range of the independent variable x in the following function:
(1) y=3x-1; (2) y=2x2+7;
(3) y=1/x+2; (4) y=√x-2.
Solution: x in (1) (2) takes any real number, 3x-1, 2x²+7 are all meaningful
In (3), when x≠-2, the original formula is meaningful.
(4) When x≥2, the original formula is meaningful.
Talk about it
What I learned from this class is...
1. Use one variable to represent another variable.
2. The concepts of variables, constants and functions.
3. The value range and function value of the independent variable.
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For more information about the PPT courseware "Primary Function Variables and Functions", please click the "Primary Function ppt Variables and Functions ppt" tab.
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