"Practical problems and linear equations of one variable" PPT courseware of linear equations of one variable

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"Practical problems and linear equations of one variable" PPT courseware of linear equations of one variable

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"Practical problems and linear equations of one variable" PPT courseware of linear equations of one variable

Question 1: To solve the problem, you must find out how many points you get for winning a game and how many points you get for losing a game. Can you get how many points you get for losing a game from the points table?

Analysis: Looking at the standings, you can find from the bottom row of data: a loss equals 1 point.

Suppose X points are awarded for winning a game. From any other row in the table, you can formulate an equation to find the value of X. For example, from the first row we get the equation:

18X+1×4=40

From this we get X=2

You can verify it with other rows in the table and draw the conclusion: a loss is worth 1 point, and a win is worth 2 points.

Question 2: Can you make a formula to express the quantitative relationship between points and the number of wins and losses?

If a team wins m games and loses (22-m) games, the winning points are 2m and the losing points are 22-m. The total points are

2m+(22-m)=m+22

Question 3: Can a team’s total points in wins be equal to its total points in losses?

Suppose a team wins X games and loses (22-X) games. If the total points of the team's winning games are equal to the total points of the losing games, then the equation is obtained:

2X-(22-X)=0

From this we get X=22/3

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For more information about the PPT courseware "Practical Problems of Linear Equations of One Variable and Linear Equations of One Variable", please click on the "Practical Problems of Linear Equations of One Variable PPT and Linear Equations of One Variable PPT" tag.

"Practical problems and linear equations of one variable" PPT courseware for linear equations of one variable 3:

"Practical Problems and Linear Equations" PPT Courseware for Linear Equations 3 Example 1 There are 22 workers in a workshop, each of whom can produce 1,200 screws or 2,000 nuts per day. One screw needs to be equipped with 2 nuts. In order to make the daily production The screws and nuts are exactly matched and should be arranged...

"Practical problems and linear equations of one variable" PPT courseware for linear equations of one variable 2:

"Practical Problems and Linear Equations of One Variable" PPT Courseware for Linear Equations of One Variable 2 This problem is very simple to solve by formulating equations, because each chicken has one head and two feet, and each rabbit has one head and four feet. Suppose there are x chickens in the secondary cage, then there are (35-x) rabbits, and...

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Update Time: 2024-10-19

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