Pregunta
\( \begin{array}{l} \text { Find the sum. }\\ 133+14+307+80\\ 133+14+307+86= \end{array} \)
Ask by Weston Wheeler. in the United States
Mar 08,2025
Solución de inteligencia artificial de Upstudy
Respuesta verificada por el tutor
Responder
The first sum is 534 and the second sum is 540.
Solución
Let’s compute each sum step by step.
### First Sum: \(133 + 14 + 307 + 80\)
1. Start by adding the first two numbers:
\[
133 + 14 = 147
\]
2. Add the next number:
\[
147 + 307 = 454
\]
3. Finally, add the last number:
\[
454 + 80 = 534
\]
Thus, the first sum is:
\[
133 + 14 + 307 + 80 = 534
\]
### Second Sum: \(133 + 14 + 307 + 86\)
1. Start with the first two numbers:
\[
133 + 14 = 147
\]
2. Add the next number:
\[
147 + 307 = 454
\]
3. Finally, add the last number:
\[
454 + 86 = 540
\]
Thus, the second sum is:
\[
133 + 14 + 307 + 86 = 540
\]
Respondido por UpStudy AI y revisado por un tutor profesional
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Beyond the Answer
Let's embark on a little summation adventure! First, we tackle the expression \( 133 + 14 + 307 + 80 \). Adding these together step-by-step, we get: 1. \( 133 + 14 = 147 \) 2. \( 147 + 307 = 454 \) 3. \( 454 + 80 = 534 \) Now, for the second part \( 133 + 14 + 307 + 86 \): 1. We already have \( 133 + 14 = 147 \) 2. Then \( 147 + 307 = 454 \) 3. Finally, \( 454 + 86 = 540 \) So, the two sums are 534 and 540! Keep up the great work while crunching those numbers!

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