Let's break down the expression step by step.
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Start with the innermost parentheses: \(-7 + (-5) - (-4)\).
- First, calculate \(-5 - (-4)\): \[ -5 + 4 = -1 \]
- Next, calculate \(-7 + (-1)\): \[ -7 - 1 = -8 \] So, \(-7 + (-5) - (-4) = -8\).
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Now substitute back into the expression: \[ [9 + (-8)] + (-9)^1 \times 6^1 \]
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Now calculate \(9 + (-8)\): \[ 9 - 8 = 1 \]
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Calculate the next part, \((-9)^1 \times 6^1\):
- \((-9)^1 = -9\)
- \(6^1 = 6\)
- Multiply them: \[ -9 \times 6 = -54 \]
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Now, combine the results: \[ 1 + (-54) = 1 - 54 = -53 \]
Therefore, the final result is: \[ \boxed{-53} \]