Question
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\( 4(1.50+3 x)=24 \) What is the price of one taco? \( \$ \)

Ask by Harmon Kelly. in the United States
Jan 27,2025

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Answer

The price of one taco is \$1.50.

Solution

Let's solve the equation step by step to find the price of one taco. **Given Equation:** \[ 4(1.50 + 3x) = 24 \] **Step 1: Distribute the 4** \[ 4 \times 1.50 + 4 \times 3x = 24 \] \[ 6 + 12x = 24 \] **Step 2: Subtract 6 from both sides** \[ 12x = 24 - 6 \] \[ 12x = 18 \] **Step 3: Divide both sides by 12** \[ x = \frac{18}{12} \] \[ x = 1.50 \] **Conclusion:** The price of one taco is **\$1.50**.

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To solve for \(x\), start by distributing the \(4\) into the parentheses: \(4(1.50) + 4(3x) = 24\) which simplifies to \(6 + 12x = 24\). Next, subtract \(6\) from both sides to isolate the term with \(x\): \(12x = 18\). Now, divide both sides by \(12\) to find \(x\): \(x = 1.50\). So, the price of one taco is \( \$1.50 \). Did you know that tacos have roots tracing back to ancient Mexico, where indigenous peoples would use corn tortillas to hold various fillings? It’s like a delicious little pocket of history! Tacos are not just tasty; they can also be incredibly versatile! To avoid common mistakes, remember to balance your flavors and textures: combine crunchy and creamy components for the ultimate taco experience. Cooking is all about experimentations, so don’t be afraid to add your personal twist!

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