What is the answer to -10-(8e-3e)/(4e)=2(e-3) ?

The answer to -10-(8e-3e)/(4e)=2(e-3) is False

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-10-(8e-3e)/(4e)=2(e-3)

- 10 - \frac{8 e - 3 e}{4 e} = 2 (e - 3)

False

Solution steps

- 10 - \frac{8 e - 3 e}{4 e} = 2 (e - 3)

Simplify

- 10 - \frac{8 e - 3 e}{4 e} : - \frac{45}{4}

- \frac{45}{4} = 2 (e - 3)

The sides are not equal

False

x, 15 x - 8 y = 52

x, f = in (x - 1)

- 9 = \frac{r}{4}

6 (x - 1) - 8 = 5 x - 10

- 15 + t = 60

What is the answer to -10-(8e-3e)/(4e)=2(e-3) ?
The answer to -10-(8e-3e)/(4e)=2(e-3) is False
Solve for e: -10-(8e-3e)/(4e)=2(e-3)
The solution is False