"Proportional Function" linear function PPT courseware 2

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"Proportional Function" linear function PPT courseware 2

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"Proportional Function" linear function PPT courseware 2

What kind of function can be used to express the corresponding rules of variables in the following questions?

(1) The circumference l of a circle changes with the size of the radius r.

Solution: l =2πr

(2) The density of iron is 7.8g/cm3. The mass m (unit: g) of the iron block changes with the size of its volume V (unit: cm3).

Solution: m =7.8 V

(3) The thickness of each exercise book is 0.5 cm. The total thickness h (unit: cm) of some exercise books stacked together changes with the change of the number n of these exercise books.

Solution: h = 0.5n

(4) Freeze an object at 0°C so that it drops by 2°C per minute. The temperature T (unit:°C) of the object changes with the freezing time t (unit: minutes).

Solution: T =-2t

induction

Generally, a function of the form y=kx (k is a constant, k≠0) is called a proportional function, where k is called the proportional coefficient.

Think about it, why k≠0?

Which of the two quantities in the following relationship is directly proportional to ( )

(A) The time and speed from point A to point B

(B) The area and side length of the square �

(C) The money required to buy the same exercise book and the number of exercise books

(D) People’s weight and height

Homework assignment:

1. Write the relationship between X and Y in the following questions, and determine whether Y is a proportional function of X?

(1) The telegraph charging standard is 0.1 yuan per word, and the functional relationship between the telegraph fee Y (yuan) and the number of words X (number of words).

(2) The ground temperature is 28°C. If the temperature drops by 5°C for every 1km of increase, then the relationship between temperature X (°C) and altitude Y (km) will be.

(3) The relationship between the circle area Y ( ) and the radius (cm).

2. It is known that y is directly proportional to x-1. When x=3, y=4. Write the functional relationship between y and x, and find the values ​​of y when x=4 and x=-3 respectively.

Keywords: linear function courseware, proportional function courseware, New People's Education Edition eighth grade mathematics PPT courseware, eighth grade mathematics slide courseware download, linear function PPT courseware download, direct proportional function PPT courseware download, .ppt format

For more information about the "Linear Function Proportional Function" PPT courseware, please click the "Linear Function ppt Proportional Function ppt" tag.

"Proportional Function" linear function PPT courseware 6:

"Proportional Function" linear function PPT courseware 6 Thinking: What kind of function can be used to express the corresponding rules of variables in the following questions? What do these functions have in common? (1) The circumference L of a circle changes with the size of the radius r; (2) The density of iron is 7.8g/cm, and iron...

"Proportional Function" linear function PPT courseware 5:

"Proportional Function" linear function PPT courseware 5 Objective Navigation 1. Understand the image and drawing method of proportional function. 2. Master the properties of proportional functions. Review the past and learn the new 1. Which of the following functions are proportional functions? (1)y =2x (2)y=x2+1 (3)y=x..

"Proportional Function" linear function PPT courseware 4:

"Proportional Function" First-term Function PPT Courseware 4 Review of old knowledge 1. Definition of function: Generally, there are two variables x and y in a change process, and for every certain value of x, y has a unique certain value Correspondingly, then we say that x is the independent variable..

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