We appreciate your visit to Practice Quiz Numbers and Operations Sammie took 25 out of her checking account After taking the money out she had tex 100 tex remaining Which. This page offers clear insights and highlights the essential aspects of the topic. Our goal is to provide a helpful and engaging learning experience. Explore the content and find the answers you need!
Answer :
- Define the variable: Let $c$ be the original amount in the account.
- Represent the withdrawal: Subtract $25 from $c$, resulting in $c - 25$.
- Set up the equation: $c - 25 = 100$.
- The correct equation is $\boxed{c - 25 = 100}$.
### Explanation
1. Problem Analysis
Let's analyze the problem. Sammie withdrew $25 from her account and was left with $100. We need to determine the equation that represents the original amount, $c$, in her account before the withdrawal.
2. Setting up the Equation
Let $c$ represent the original amount in Sammie's account. Since she withdrew $25, we subtract $25 from the original amount: $c - 25$. The remaining amount is $100, so we set up the equation:$$c - 25 = 100$$
3. Determining the Correct Equation
The equation that represents the situation is $c - 25 = 100$. This means that the original amount minus the $25 withdrawal equals the remaining $100.
4. Final Answer
Therefore, the correct equation is $c - 25 = 100$.
### Examples
This type of problem is useful in everyday budgeting. For example, if you know how much money you spent and how much you have left, you can calculate how much you started with. This is a basic concept in personal finance and accounting.
- Represent the withdrawal: Subtract $25 from $c$, resulting in $c - 25$.
- Set up the equation: $c - 25 = 100$.
- The correct equation is $\boxed{c - 25 = 100}$.
### Explanation
1. Problem Analysis
Let's analyze the problem. Sammie withdrew $25 from her account and was left with $100. We need to determine the equation that represents the original amount, $c$, in her account before the withdrawal.
2. Setting up the Equation
Let $c$ represent the original amount in Sammie's account. Since she withdrew $25, we subtract $25 from the original amount: $c - 25$. The remaining amount is $100, so we set up the equation:$$c - 25 = 100$$
3. Determining the Correct Equation
The equation that represents the situation is $c - 25 = 100$. This means that the original amount minus the $25 withdrawal equals the remaining $100.
4. Final Answer
Therefore, the correct equation is $c - 25 = 100$.
### Examples
This type of problem is useful in everyday budgeting. For example, if you know how much money you spent and how much you have left, you can calculate how much you started with. This is a basic concept in personal finance and accounting.
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