What is the answer to solvefor C,0C_{1}+0C_{2}-1C_{3}=a ?

The answer to solvefor C,0C_{1}+0C_{2}-1C_{3}=a is True for all C;\quad-C_{3}=a

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solvefor C,0C_{1}+0C_{2}-1C_{3}=a

solve for

C, 0 C_{1} + 0 C_{2} - 1 C_{3} = a

True for all C; - C_{3} = a

Solution steps

0 \cdot C_{1} + 0 \cdot C_{2} - 1 \cdot C_{3} = a

Simplify

0 \cdot C_{1} + 0 \cdot C_{2} - 1 \cdot C_{3} : - C_{3}

- C_{3} = a

Both sides are equal

True for all C; - C_{3} = a

6 (x - 3) = 14 - 2 x

- 1.62 = - 6.5 \cdot 1.9 + b

\frac{u}{14} = 35

3 \cdot + 2 y = 12

x, 4 y + 2 x = 33.6

What is the answer to solvefor C,0C_{1}+0C_{2}-1C_{3}=a ?
The answer to solvefor C,0C_{1}+0C_{2}-1C_{3}=a is True for all C;\quad-C_{3}=a