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Solve for \( v \). \( \frac{v}{7}=17.92 \) \( v=\square \)

Ask by Morgan Daniels. in the United States
Feb 17,2025

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\( v=125.44 \)

Solución

Solve the equation \( \frac{v}{7}=17.92 \). Solve the equation by following steps: - step0: Solve for \(v\): \(\frac{v}{7}=17.92\) - step1: Convert the expressions: \(\frac{v}{7}=\frac{448}{25}\) - step2: Multiply both sides of the equation by \(7:\) \(\frac{v}{7}\times 7=\frac{448}{25}\times 7\) - step3: Multiply the terms: \(v=\frac{448\times 7}{25}\) - step4: Divide the terms: \(v=\frac{3136}{25}\) The solution to the equation \( \frac{v}{7}=17.92 \) is \( v=125.44 \).

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The Deep Dive

To find \( v \), you simply multiply both sides of the equation by 7. So, \( v = 17.92 \times 7 \). When you do the math, \( v = 125.44 \). There you go, \( v = 125.44 \)! Now you've got a fun fact: Did you know that the number 7 is considered a lucky number in various cultures? In fact, it's so prevalent in nature and human life that many people believe it has a special significance! Additionally, check out how this kind of equation is used in real life—such as when calculating ratios in cooking or scaling recipes. Knowing how to manipulate equations like this can save you from culinary disasters when you're trying to adjust a recipe for more guests!

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