Money Digits worksheet for practicing decimal place value with monetary values.

To solve the problem, we need to determine the value of each underlined digit in the given monetary amounts. The underlined digits represent specific place values (ones, tenths, hundredths, etc.). Let's go through each example step by step.

Examples:

1. $14.56:
- Underlined digit: 5
- Place value: Tenths
- Value: $0.50

2. $53.78:
- Underlined digit: 7
- Place value: Tenths
- Value: $0.70

3. $91.32:
- Underlined digit: 3
- Place value: Tenths
- Value: $0.30

Now, let's solve the problems:

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Problem Set:

#### a. $3.24
- Underlined digit: 2
- Place value: Tenths
- Value: $0.20

#### b. $51.08
- Underlined digit: 0
- Place value: Tenths
- Value: $0.00

#### c. $19.64
- Underlined digit: 6
- Place value: Tenths
- Value: $0.60

#### d. $13.98
- Underlined digit: 9
- Place value: Tenths
- Value: $0.90

#### e. $46.54
- Underlined digit: 5
- Place value: Tenths
- Value: $0.50

#### f. $7.59
- Underlined digit: 5
- Place value: Tenths
- Value: $0.50

#### g. $21.69
- Underlined digit: 6
- Place value: Tenths
- Value: $0.60

#### h. $125.67
- Underlined digit: 6
- Place value: Tenths
- Value: $0.60

#### i. $76.67
- Underlined digit: 6
- Place value: Tenths
- Value: $0.60

#### j. $91.09
- Underlined digit: 0
- Place value: Tenths
- Value: $0.00

#### k. $5.05
- Underlined digit: 0
- Place value: Tenths
- Value: $0.00

#### l. $6.23
- Underlined digit: 2
- Place value: Tenths
- Value: $0.20

#### m. $300.99
- Underlined digit: 9
- Place value: Tenths
- Value: $0.90

#### n. $37.22
- Underlined digit: 2
- Place value: Tenths
- Value: $0.20

#### o. $6.41
- Underlined digit: 4
- Place value: Tenths
- Value: $0.40

#### p. $56,825.75
- Underlined digit: 7
- Place value: Tenths
- Value: $0.70

---

Final Answers:

\[
\boxed{
\begin{array}{ll}
a. & \$0.20 \\
b. & \$0.00 \\
c. & \$0.60 \\
d. & \$0.90 \\
e. & \$0.50 \\
f. & \$0.50 \\
g. & \$0.60 \\
h. & \$0.60 \\
i. & \$0.60 \\
j. & \$0.00 \\
k. & \$0.00 \\
l. & \$0.20 \\
m. & \$0.90 \\
n. & \$0.20 \\
o. & \$0.40 \\
p. & \$0.70 \\
\end{array}
}
\]

This completes the solution. Each underlined digit's value is determined based on its place value in the monetary amount.