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\( \begin{array}{l} \text { Find the sum. }\\ 133+14+307+80\\ 133+14+307+86= \end{array} \)

Ask by Weston Wheeler. in the United States
Mar 08,2025

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Answer

The first sum is 534 and the second sum is 540.

Solution

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: \[ 133 + 14 + 307 + 86 = 540 \]

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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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