
11 карточка - Х+ 409 = 65 x 3 + 700 260 + Х = 700 +6х5 Х - 612 = 420:6x9 2694 - Х = 40 х 4 + 2 Xx
30 = ( 502 + 28 ) х 3 45 x X = 20 х 5 - 10 Х: 200 = 680 - 40 x 2 560: X= ( 40 + 30 ): 10

Ответы на вопрос

Ответ:
1)x+409=895
x=895-409
x=486
2) 260+x=730
x=730-260
x=470
3) x-612=630
x=630+612
x=1242
4)2694-x=162
x=2694-162
x=2533
5)x×30=1590
x=1590÷30
x=53
6)
45×x=90
x=90÷45
x=2
7)x÷200=600
x=200×600
x=120000
8)560÷x=7
x=560÷7
x=80



Based on the provided equation, it seems like you are looking for the value of the variable "X" in a series of equations. Let's break down the equation step by step and solve for "X".
Equation 1:
11 * Х + 409 = 65 * 3 + 700 * 260To solve for "X", we need to isolate it on one side of the equation. Let's simplify the equation:
11 * Х + 409 = 195 + 182,000
Combining like terms:
11 * Х + 409 = 182,195
Subtracting 409 from both sides:
11 * Х = 182,195 - 409
11 * Х = 181,786
Dividing both sides by 11:
Х = 181,786 / 11
Х ≈ 16,526.909
Therefore, the value of "X" in Equation 1 is approximately 16,526.909.
Equation 2:
6 * Х - 612 = 420 / 6 * 9 + 2694Let's simplify the equation:
6 * Х - 612 = 70 + 2694
Combining like terms:
6 * Х - 612 = 2,764
Adding 612 to both sides:
6 * Х = 2,764 + 612
6 * Х = 3,376
Dividing both sides by 6:
Х = 3,376 / 6
Х = 562.667
Therefore, the value of "X" in Equation 2 is approximately 562.667.
Equation 3:
2 * X * 30 = (502 + 28) * 3 + 45 * XLet's simplify the equation:
2 * X * 30 = 530 * 3 + 45 * X
Multiplying:
60 * X = 1,590 + 45 * X
Subtracting 45 * X from both sides:
60 * X - 45 * X = 1,590
Combining like terms:
15 * X = 1,590
Dividing both sides by 15:
X = 1,590 / 15
X = 106
Therefore, the value of "X" in Equation 3 is 106.
Equation 4:
20 * 5 - 10 * X = 200Let's simplify the equation:
100 - 10 * X = 200
Subtracting 100 from both sides:
-10 * X = 100
Dividing both sides by -10:
X = 100 / -10
X = -10
Therefore, the value of "X" in Equation 4 is -10.
Equation 5:
680 - 40 * X + 2 * 560 = (40 + 30) / 10Let's simplify the equation:
680 - 40 * X + 1,120 = 70 / 10
Combining like terms:
680 - 40 * X + 1,120 = 7
Subtracting 1,120 from both sides:
-40 * X = 7 - 1,120
-40 * X = -1,113
Dividing both sides by -40:
X = -1,113 / -40
X ≈ 27.825
Therefore, the value of "X" in Equation 5 is approximately 27.825.
I hope this helps! Let me know if you have any further questions.


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