Question

1)22* X=132 2)27y+y=952 3)X:50=32 4)238:X=7 5)36X-19X=561 6)21 * (18+X)=714

Answer 1

1) 22 × х = 132
х = 132 ÷ 22
х = 6.
Ответ : 6.

2) 27у + у = 952
28у = 952
у = 952 ÷ 28
у = 34.
Ответ : 34.

3) х ÷ 50 = 32
х = 32 × 50
х = 1600.
Ответ : 1600.

4) 238 ÷ х = 7
х = 238 ÷ 7
х = 34.
Ответ : 34.

5) 36х - 19х = 561
17х = 561
х = 561 ÷ 17
х = 33.
Ответ : 33.

6) 21 × ( 18 + х ) = 714
18 + х = 714 ÷ 21
18 + х = 34
х = 34 - 18
х = 16.
Ответ : 16.

Удачи))))

Answer 2

Ответ:

1) 22*Х=132

Х=132:22

Х=6

2) 27у+у=952

28у=952

у=952:28

у=34

3) х:50=32

х=50*32

х=1600

4) 238:х=7

х=238:7

х=34

5) 36х-19х=561

17х=561

х=561:17

х=33

6) 21*(18+х)=714

18+х=714:21

18+х=34

х=34-18

х=16

Пошаговое объяснение:

Answer 3

1. To solve for X, we can divide both sides by 22:

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22X = 132
X = 132 / 22
X = 6

Therefore, X = 6.

2. To solve for y, we can first combine like terms on the left-hand side:

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27y + y = 952
28y = 952

Then we can divide both sides by 28:

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y = 952 / 28
y = 34

Therefore, y = 34.

3. To solve for X, we can multiply both sides by 50:

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X:50 = 32
X = 32 * 50
X = 1600

Therefore, X = 1600.

4. To solve for X, we can multiply both sides by X:

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238:X = 7
238 = 7X
X = 238 / 7
X = 34

Therefore, X = 34.

5. To solve for X, we can combine like terms on the left-hand side:

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36X - 19X = 561
17X = 561

Then we can divide both sides by 17:

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X = 561 / 17
X = 33

Therefore, X = 33.

6. To solve for X, we can first simplify the expression in parentheses:

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21 * (18 + X) = 714
21 * 18 + 21X = 714

Then we can subtract 21 times 18 from both sides:

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21X = 714 - (21 * 18)
21X = 306

Finally, we can divide both sides by 21:

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X = 306 / 21
X = 14.57 (rounded to two decimal places)

Therefore, X = 14.57 (rounded to two decimal places).