Counting Mixed Coins -1 worksheet - Free Printable

Problem: Counting Mixed Coins

The task is to add up the value of the coins shown in each row. Below is the step-by-step solution for each problem.

---

#### Step 1: Understand the Value of Each Coin
From the reference table at the top of the worksheet:
- Half Dollar: $0.50$
- Quarter: $0.25$
- Dime: $0.10$
- Nickel: $0.05$
- Penny: $0.01$

---

#### Problem 1:
The coins shown are:
- 5 Pennies

Each penny is worth $0.01$. Therefore:
$$
5 \times 0.01 = 0.05
$$

Answer for Problem 1: $\boxed{0.05}$

---

#### Problem 2:
The coins shown are:
- 1 Quarter
- 1 Nickel

The values are:
- Quarter: $0.25$
- Nickel: $0.05$

Adding these together:
$$
0.25 + 0.05 = 0.30
$$

Answer for Problem 2: $\boxed{0.30}$

---

#### Problem 3:
The coins shown are:
- 5 Nickels
- 1 Penny

The values are:
- Each nickel: $0.05$
- Penny: $0.01$

First, calculate the total value of the nickels:
$$
5 \times 0.05 = 0.25
$$

Then add the value of the penny:
$$
0.25 + 0.01 = 0.26
$$

Answer for Problem 3: $\boxed{0.26}$

---

#### Problem 4:
The coins shown are:
- 1 Quarter
- 2 Pennies

The values are:
- Quarter: $0.25$
- Each penny: $0.01$

First, calculate the total value of the pennies:
$$
2 \times 0.01 = 0.02
$$

Then add the value of the quarter:
$$
0.25 + 0.02 = 0.27
$$

Answer for Problem 4: $\boxed{0.27}$

---

#### Problem 5:
The coins shown are:
- 1 Quarter
- 2 Dimes
- 1 Penny

The values are:
- Quarter: $0.25$
- Each dime: $0.10$
- Penny: $0.01$

First, calculate the total value of the dimes:
$$
2 \times 0.10 = 0.20
$$

Then add the value of the quarter and the penny:
$$
0.25 + 0.20 + 0.01 = 0.46
$$

Answer for Problem 5: $\boxed{0.46}$

---

Final Answers:

1. $\boxed{0.05}$
2. $\boxed{0.30}$
3. $\boxed{0.26}$
4. $\boxed{0.27}$
5. $\boxed{0.46}$

---

Boxed Final Answer:
$$
\boxed{0.05, 0.30, 0.26, 0.27, 0.46}
$$