What is the answer to 82*8+((82*8-e*8)/4)*4=((82*8-e*4)/4)*4 ?

The answer to 82*8+((82*8-e*8)/4)*4=((82*8-e*4)/4)*4 is False

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828+((828-e8)/4)4=((828-e4)/4)*4

82 \cdot 8 + (\frac{82 \cdot 8 - e \cdot 8}{4}) \cdot 4 = (\frac{82 \cdot 8 - e \cdot 4}{4}) \cdot 4

False

Solution steps

82 \cdot 8 + (\frac{82 \cdot 8 - e 8}{4}) \cdot 4 = (\frac{82 \cdot 8 - e 4}{4}) \cdot 4

Simplify

82 \cdot 8 + (\frac{82 \cdot 8 - e 8}{4}) \cdot 4 : - 8 e + 1312

Simplify

(\frac{82 \cdot 8 - e 4}{4}) \cdot 4 : 656 - 4 e

- 8 e + 1312 = 656 - 4 e

The sides are not equal

False

∣ 3 d - 1 ∣ + 6 \leq 7

\frac{y}{- 7} - 0.5 \geq - 2

2 (y + 5) - 4 (7 - 3 y) = - 74

3 x = 21

- \frac{1}{\frac{1}{2}}

What is the answer to 82*8+((82*8-e*8)/4)*4=((82*8-e*4)/4)*4 ?
The answer to 82*8+((82*8-e*8)/4)*4=((82*8-e*4)/4)*4 is False
Solve for e: 82*8+((82*8-e*8)/4)*4=((82*8-e*4)/4)*4
The solution is False