c. \( \left[18+3^{3} \cdot(91: 7)\right]+6^{2}-1^{10}= \)
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Solución
Respondido por UpStudy AI y revisado por un tutor profesional
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The Deep Dive
Let's simplify the expression step by step. First, we calculate \(3^3\), which is \(27\). Next, we perform the division \(91:7\) which equals \(13\). So now we have: \[ 18 + 27 \cdot 13 \] Now multiplying \(27\) by \(13\) gives us \(351\). Adding \(18\) to \(351\) results in: \[ 369 \] Next, we calculate \(6^2\), which is \(36\), and \(1^{10}\), which is \(1\). Now we combine everything we've calculated: \[ 369 + 36 - 1 \] Adding \(369\) and \(36\) gives us \(405\), and subtracting \(1\) results in: \[ 404 \] So, the final answer is: \[ \boxed{404} \]
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