very summer, Brianna and her family go to the Carver County Fair. This year, after her d ives her money for rides and games, Brianna spends \( \$ 5.25 \) trying to win a giant stuffed nake at the Ring Toss. Brianna wins the snake and still has \( \$ 4.75 \) left to spend on rides! Nhich equation can you use to find how much money \( m \) Brianna's dad gave her? \( m-5.25=4.75 \) \( m+5.25=4.75 \) Solve this equation for \( m \) to find how much money Brianna's dad gave her. \( \$ \$ \frac{m}{5.25}=4.75 \) \( \$ \)

To find out how much money Brianna's dad gave her, we can set up the equation based on her spending and remaining amount. The correct equation is \( m - 5.25 = 4.75 \). This means that after Brianna spends \( \$ 5.25 \) on the giant stuffed snake, she still has \( \$ 4.75 \) left. Now, let's solve for \( m \): 1. Start with the equation: \( m - 5.25 = 4.75 \). 2. Add \( 5.25 \) to both sides: \( m = 4.75 + 5.25 \). 3. This simplifies to \( m = 10.00 \). So, Brianna's dad gave her \( \$ 10.00 \)! Brianna's adventurous summer outings are a classic example of how children learn valuable lessons about managing money. The thrill of winning games can often teach them about spending wisely and budgeting their allowance, preparing them for future financial decisions! If you're looking to enhance your financial literacy or share tips with kids on managing their money, there are numerous fun resources available! Consider engaging books like "Money Ninja" by Mary Nhin or interactive games that simulate running a business; they're excellent ways to introduce age-appropriate concepts of budgeting, saving, and making choices!