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From the fifth grade of primary school, mathematics learning begins to learn simple equations, for simple equations, students will not feel very difficult, but for some complex equations, such as 7x-8 = 2x (4-x) = 9 (x-4), x 2 = (3x-10) 5 students are at a loss, do not know how to find a breakthrough to solve the problem, so that in the future study of practical problems, only the equation can be listed but not solved.
It is very important for students to learn complex equations because of some complex application problems, so in September, according to the experience in teaching, the teacher compiled the method of solving complex equations into a smooth way to help solve complex equations. Hurry up and look down.
Learn this mantra and never have to worry about not being able to solve equations again.
For example, 7x-8=2x+7, like this, there are equations with x on both sides, so that children can understand arithmetic on the basis of the child's joy, through the child's joyful crossing drama, let the x on the side of "=" cross to the other side, in the process of crossing, remember to change the sign. Combine a few example questions to experience what it's like to travel through.
Learn this mantra and never have to worry about not being able to solve equations again.
Learn this mantra and never have to worry about not being able to solve equations again.
Learn this mantra and never have to worry about not being able to solve equations again.
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Problem solving idea: 7x-108=6x-8
For example, when x=2, then 6x-8=6 2-8=12-8=4 improve: 1. Preview: Preview is not equal to browsing, to have an in-depth understanding of the knowledge content, find out the key points, difficulties, doubts, after thinking, mark out what you don't understand, which is beneficial to listening to the lecture and grasping the key points, and can also cultivate self-learning ability, and you can also learn ahead of time if you have time.
2. Listening: The core is in the classroom. 1. Listening-oriented, taking into account recording. 2. Pay attention to the process and ignore the conclusion. 3. Focused. 4. Improve the efficiency of lectures.
2. To do a math problem, you must ask more individual whys at every step, not just be satisfied with the indoctrination teaching in the teacher's classroom and the simple description in the book, if you want to improve, you must push step by step, think step by step, and every process is essential. 3. Don't be careless. 4. After completing each question, you have to think about why you think of doing this, the brain establishes a conditional launch, the key is to get something from each question, and what is wrong.
5. There are fixed routines for problem solving. 6. There is also a bold praise of yourself, which is a critical moment to build confidence, and 5. Summary. 1. It is necessary to turn the knowledge learned into a knowledge network, from the main trunk to the branches, clearly and deeply in the brain, and the new questions will be thought of the old ones, so as to make a fool of them.
2. Establish a set of errors, most of the mistakes will be wrong twice, in the case of conscious correction, there is still a possibility of mistakes, the most effective should be to do this question correctly, and the next time you encounter the same situation, you will have the awareness of attention. 3. At the end of the week, look back at the questions you did in the week and put forward the ideas and methods for each question. 4. If you have any questions, you must ask.
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Excuse me: 1+7x=8 to solve the equation.
1) Move the term to obtain: 7x+3x=8-6, merge the same term, obtain: 10x=2, and the coefficient is reduced to 1:
x=1 5 ;2) Remove the denominator, get: 4x-2(2x+1)=36-(8-x), remove the parentheses, get: 4x-4x-4=36-8+x, move the term, merge the same kind of terms, get:
x = 32, the coefficient is reduced to 1 to obtain: x = -32
1+7x=8, move the term to get 7x=8-1, merge the same kind of term to get 7x=7, and the coefficient is 1 to get x=1So the answer is: x=1
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This equation is incomplete, so there is no solution.
Unary Linear Equations.
General solution: denominator Multiply both sides of the equation by the least common multiple of each denominator.
Remove parentheses Generally, the parentheses are removed first, the middle parentheses are removed, and the curly braces are finally removed. However, the order can sometimes be made easier to calculate, depending on the situation. The property can be assigned according to multiplication.
Move terms Don't forget to change the sign when moving the term with unknowns in the equation to the other side of the equation, and moving the rest of the terms to the other side of the equation.
Merge Homogeneous Terminology Reduces the original equation to the form ax=b(a≠0).
Coefficientization1 The coefficients of the unknown number are divided by both sides of the equation at the same time to obtain the solution of the equation.
Binary Linear Equations.
General solution, elimination: the number of unknown numbers in the equation system is reduced from more to less, and solved one by one.
Unary quadratic equations.
There are four general solutions:
Formula method (direct leveling method).
Matching method. Cross multiplication.
Factorization.
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This is an algebraic formula, not an equation equation, an equation with unknowns, and the result of this algebraic equation is 6x+8.
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Solution: This is called factoring.
Original = 6x+8
Equal to 6x+8.
Dear, give it one.
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It's not an equation, he doesn't have much.
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Column equations. Calculate 7x+24=73
Problem solving ideas: In the process of solving equations, it is necessary to carry out the merging of similar terms including buried closure, and the unknown terms and constant terms.
They were merged separately, and finally the coefficient of the unknown terms was reduced to 1
Problem solving process: 7x+24=73
7x=73-24
x=49÷7
x=7 Extended Data Vertical Calculation - Calculate the Split Range: Align the subtraction with the subtracted digits, and then match them to the corresponding counting units.
The number on the subtraction, not enough to subtract need to borrow 1 from the high position, the result can be obtained by calculating in turn, the subtraction is less than the subtracted number, the two numbers will be exchanged and subtracted, and finally the fruit of the liquid pants will be added with a negative sign; The decimal part is subtracted by referring to the integer subtraction step;
Problem solving: Step 1: 13-4=9 Borrow 1 from the high position Step 2: 7-2-1=4
According to the above calculation steps, the combined calculation result is 49
If you have any doubts, please ask and be satisfied.
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Hello, it's a pleasure to answer your Zen core questions. The original formula x is equal to 7, and the specific solution process is shown in the figure below
In the calculation process, it is enough to pay attention to the shift of the number correction and the change of the symbol. I hope you find these good guys. Thank you.
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7x ten 24 73 solution equation?
Solution: According to the known conditions, the columnar light and dispersion are calculated: Yu Zao 7 x ten 24 73
7x =73-24
7x =49
x =49÷7
x King 7
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The solution of this unary equation is x=7, and the solution of the specific core rock is as follows, first move the term to become 7x is equal to 73-24, then merge the same term to become 7x is equal to 49, and finally divide the two sides by the coefficient of x at the same time to change the number to x=7.
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The problem of solving the equation in the problem is a very basic chain of wild road calculation problems, you can subtract 24 from both sides of the equation at the same time, and then it is 7x=49, and divide by seven on both sides to get x=7
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Solve the equation: 7x=73-24
7x=49x=7
Answer: Dullness x is equal to 7 is the unbeaten macro of the equation.
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To solve the equation Dan or silver, first move the terms, and then merge the same terms, 7x+24 737x 73-24
7x Regiment Blind 49
Both sides of the equation are divided by 7 at the same time, and the solution is obtained.
x=7。
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The solution equation is as follows: Roll the skin.
7x+24=73,7x=73-24,7x=49,x=49 7,filial piety. x=7
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Solve the repentance: The equation of the two feasts of filial piety is subtracted from 24, and you have to be cautious.
7x+24-24=73-24
7x=49 coefficient to 1. x=7
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According to the proposition column formula, such as Chun's next:
7x 73-24
x=49÷7
x 7 makes use of the fundamental properties of the equation. Reed Sparrow.
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7 Beginning the Calendar +24=73
Dress up quietly: 7x+24-24=73-24
7x=49x=49÷7
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Is hungry two two style and children and should be warm an extraordinary brother violation of the human because of the human heat communication people Terry.
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This is an elementary school problem, and the process of solving this problem is.
7x=73-24
7x=49x=7
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This problem solves the equation.
That's seven x = 8-1
Seven x = 7 x = 7 7
x=1Well, that's the step of solving the equation in this problem.
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8-7 x=1
First of all, dig the object, so that both sides are subtracted from the eighth equation, and the branches are dismantled into a judgment of the liquid stand.
7x= 7 divides both sides by minus seven, and we get it. x=1
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Solution: 8 7x=1
Solution: 7x=8-1
7x=7x=7÷7x=1
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From the problem we get -7x=-7, then x=1. So x=1 is the answer.
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Hello, the solution to this problem is to merge the unknown multiples to get (5+7) x=18, that is, 12x=18, and divide the simultaneous number on both sides of the equation by 12 to get x=18 12=3 2, so the solution of the equation is x=3 2.
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Solution: Merge similar items, get.
12x=18
coefficient to 1, obtained. x=
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This topic is the calculation of the one-dimensional equation, and the detailed process is as follows:
Slippery. ,x=。
The calculation process for this problem is as follows:
Left = Right = 17 and Left = Right i.e. x = is the solution of the equation.
Knowledge Expansion: A one-dimensional equation is an equation that contains only one unknown, the highest order of the unknown is 1, and both sides are integers. There is only one root of the unary equation, and the unary equation can solve most of the engineering problems, or the state shed travel problem, the distribution problem, the profit and loss problem, the integral table problem, the billing problem, and the number problem.
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Summary. 7x-5x=18
7x-5x=18 to solve the equation.
7x-5x=18
Is this question <>
7x-5x=182x 18x 18 2x 9The above is the calculation process and the calculation result <> of this problem
This problem belongs to the calculation of a one-dimensional equation.
Solution: 1. Remove the denominator: multiply by the least common multiple of each denominator on both sides of the equation (the term without the denominator should also be multiplied).
2. Go to the brackets: first go to the small brackets, then go to the middle brackets, and finally go to the big brackets;(Remember: If there is a minus sign outside the parentheses, the volume must be changed). 3. Move items:
move all terms containing unknowns to one side of the equation and all other terms to the other side of the equation; The move item should be resigned. 4. Merge similar items: turn the square posture file into the form of ax=b(a≠0).
5. The coefficient is 1: divide the number a of the unknown number on both sides of the equation to obtain the solution of the equation x=b a.
The above is a <> of the calculation method of the unary linear equation
Make good use of the above methods to calculate, and you will be able to solve similar problems in <>the future
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