What is the answer to (20)(1000)+(2000)(0)=(1000)(2)+(2000)(X) ?

The answer to (20)(1000)+(2000)(0)=(1000)(2)+(2000)(X) is X=9

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(20)(1000)+(2000)(0)=(1000)(2)+(2000)(X)

(20) (1000) + (2000) (0) = (1000) (2) + (2000) (X)

X = 9

Solution steps

(20) (1000) + (2000) (0) = (1000) (2) + (2000) (X)

Switch sides

(1000) (2) + (2000) (X) = (20) (1000) + (2000) (0)

Remove parentheses:

(a) = a

1000 \cdot 2 + 2000 X = (20) (1000) + (2000) (0)

Multiply the numbers:

1000 \cdot 2 = 2000

2000 + 2000 X = (20) (1000) + (2000) (0)

Remove parentheses:

(a) = a

2000 + 2000 X = 20 \cdot 1000 + 2000 \cdot 0

Multiply the numbers:

20 \cdot 1000 = 20000

2000 + 2000 X = 20000 + 2000 \cdot 0

Apply rule

0 \cdot a = 0

2000 + 2000 X = 20000 + 0

Add the numbers:

20000 + 0 = 20000

2000 + 2000 X = 20000

Move

2000

to the right side

2000 X = 18000

Divide both sides by

2000

X = 9

3 (x - 2) = 2 (x - 3) + x

\frac{20 - x}{30} + \frac{15 - x}{65} = \frac{x}{30}

f, f = {-}

12 x = 8

x, 5 x = 8 - 4 y

What is the answer to (20)(1000)+(2000)(0)=(1000)(2)+(2000)(X) ?
The answer to (20)(1000)+(2000)(0)=(1000)(2)+(2000)(X) is X=9
Solve for X: (20)(1000)+(2000)(0)=(1000)(2)+(2000)(X)
The solution is X=9