What is the answer to E=(-5)^{90}+(-3)^{87}-5^{90}+3^{87} ?

The answer to E=(-5)^{90}+(-3)^{87}-5^{90}+3^{87} is E=0

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E=(-5)^{90}+(-3)^{87}-5^{90}+3^{87}

E = (- 5)^{90} + (- 3)^{87} - 5^{90} + 3^{87}

E = 0

Solution steps

E = (- 5)^{90} + (- 3)^{87} - 5^{90} + 3^{87}

Simplify

(- 5)^{90} + (- 3)^{87} - 5^{90} + 3^{87} : 0

E = 0

0.85 x - 255.7 = 67.3

- 14 (x - 12) = 24

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x, y = g - 2

A, A \cdot X = B

What is the answer to E=(-5)^{90}+(-3)^{87}-5^{90}+3^{87} ?
The answer to E=(-5)^{90}+(-3)^{87}-5^{90}+3^{87} is E=0
Solve for E: E=(-5)^{90}+(-3)^{87}-5^{90}+3^{87}
The solution is E=0