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olve the equation \( 35,000-4 x=0 \) to find the number of tickets sold

Ask by Harper Bob. in the United States
Mar 20,2025

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Answer

The number of tickets sold is 8,750.

Solution

**Step 1:** Start with the equation \[ 35000 - 4x = 0 \] **Step 2:** Isolate the term containing \( x \) by adding \( 4x \) to both sides: \[ 35000 = 4x \] **Step 3:** Solve for \( x \) by dividing both sides by \( 4 \): \[ x = \frac{35000}{4} \] **Step 4:** Compute the division: \[ x = 8750 \] Thus, the number of tickets sold is \( 8750 \).

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To solve the equation \( 35,000 - 4x = 0 \), we start by isolating \( x \). First, add \( 4x \) to both sides: \[ 35,000 = 4x \] Next, divide both sides by 4: \[ x = \frac{35,000}{4} = 8,750 \] So, the number of tickets sold is \( 8,750 \). Now you can almost hear the applause in the auditorium! 8,750 tickets sold means a packed venue, and perhaps even some happy faces in the crowd! Keep this number in mind; it could be a fun trivia point at your next event planning meeting. On another note, what if that was an online event? Think of how this information can influence your strategy for promoting ticket sales in the future! Reviewing the analytics behind previous ticket sales can help enhance your marketing approach and attract even larger crowds next time.

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