How to solve the engineering problem of linear equation of one variable, encounter problem and so on? In the first semester of junior high school, I taught the linear equation of one variable in mathematics. When I encounter problems like this, I can't find the equivalent relation. What should I do? It's better to send all kinds of formulas of various problems in the second semester of junior high school,

How to solve the engineering problem of linear equation of one variable, encounter problem and so on? In the first semester of junior high school, I taught the linear equation of one variable in mathematics. When I encounter problems like this, I can't find the equivalent relation. What should I do? It's better to send all kinds of formulas of various problems in the second semester of junior high school,


First, find the equation multiple × multiple = several times several times △ 1 multiple = multiple several times △ multiple = 1 multiple speed × time = distance distance △ speed = time distance △ time = speed unit price × quantity = total price △ unit price = quantity total price △ quantity = unit price work efficiency × work time =



Solving linear equation with one variable
A and B practice running on the circular track. It is known that the length of the circular track is 400m, B runs 6m per second, and a runs 8m per second. If a is 8m in front of B, and they start in the same direction at the same time, how many seconds will it take for them to meet for the first time?


Suppose the first encounter occurs after x seconds
8x=6x+400-8
X = 196



How to solve the one variable linear equation in grade one of junior high school


The profit of a commodity is the difference between the selling price and the purchase price of the commodity, that is: the profit of the commodity = the selling price - the purchase price of the commodity. The profit margin of the commodity = the profit margin of the commodity △ the purchase price of the commodity. (1) the purchase price of a certain sports shoe is 250 yuan, and the profit margin is 15.2% when the price is 10% off



Elementary equation of first degree with one variable and practical problems
5. When the speed from a to B is known to be 40 km |, if the average speed of one round trip is 48 km |, the speed from B to a can be calculated


Let the distance between the two places be s, and the velocity from tunnel B to a be X. then the total time is s / 40 + S / x, and the average velocity is 2S / (s / 40 + S / x) = 48. In the equation, s divides 2 / (1 / 40 + 1 / x) = 48, leaving x to solve the equation