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The specific solution is as follows:
42+25)x=134
67x=134
x=134÷67
x=2 for about <>
The one-dimensional equation <>
You can <> by making a function once
to solve. Unary Linear Equation <>
The root of is the primary function <> to which it corresponds
When the function value is 0, the independent variable is <>
value. i.e. a function image.
The abscissa of the intersection point with the x-axis.
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67x=134
x 2 so the solution of this equation is x 2.
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42x+25x=134 Solution: 67x=134x=134 67 x=2 The final result of solving the equation is x=2 with 42x+25x=134. Additional Information:
Method and procedure for solving unary linear equation to eliminate scrub slag (1) Merging similar terms Similar terms are the same as those learned in integral addition and subtraction, and the process of merging the terms containing unknowns and constant terms on the same side of the equal sign into one term is called merging similar terms.
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45x+25x=134 The solution equation is as follows, first add up the coefficients of the unknown number x in front of the simple cut, and then remove 134 to highlight the number. Sincerely.
45+25)x=134,70x=134,x=134/70=
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The dispersion of this impulse equation is shown in the figure below
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70 x=134
x=134÷70
x The result of this question is also inexhaustible except for shouting wild liquid, Zheng Wu I don't know if it is a mistake in arithmetic spine spring point.
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This is a simple equation solving problem with the following steps: 70x 134, x 67 35
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The process of solving the equation for 42x+25x=134 is as follows:
Solution: 67x=134
67x÷67=134÷67
x=2, so 42x+25x=134 solves the equation and the final result is x=2.
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The x=2 process is as follows:
Solution: 67x=134
x=134÷67
x=2, so 42x+25x=134 solves the equation and the final result is x=2.
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The specific solution is as follows:
42+25)x=134
67x=134
x=134÷67
x = 2 pairs of cavities are brighter than about.
The one-dimensional equation <>
You can <> by making a function once
to solve. Unary Linear Equation <>
The root of is the primary function of Yuanhui that it corresponds to.
When the function value is 0, the independent variable is <>
value. That is, the abscissa of the intersection point of the primary function image and the x-axis.
-
The specific solution is as follows:
42x+25x=134
42+25)x=134
67x=134
x=134÷67
x=2 for about <>
The one-dimensional equation <>
You can <> by making a function once
to solve. Unary Linear Equation <>
The root of is the primary function <> to which it corresponds
When the function value is 0, the independent variable is <>
value. That is, the abscissa of the intersection point of the primary function image of the travel width and the x-axis.
-
The solution of these two equations is 21 and 2 respectively, for the first circle equation and the second equation, the solution of both is the same, we can divide the coefficient of x on both sides of the equation at the same time, for example, the first equation 2x=42, both sides at the same time divide by 2 to get x=21, and the solution of another pure cavity tan equation is. Please refer to the calculation process.
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These two linear equations can be calculated by division.
2x=42,x=42/2,x=21。
25x=134, Sun La.
x=134/25,x=
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I will never write to the limb Hongbi you calculation process history:
2x=42 solution: x=42 2
x=2125x=134
x=134÷25x=
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The process of solving the equation is as follows:42x+
x=134÷x=268 89 (Approximately equal to the sum of the small beats with the decimals and the retention of two basal cryptic beats.)
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