(2) Jenna has $$ \$ 32.75 $$. Her sister Tamara has $$ 3 / 5 $$ the amount of money as Jenna. The equation below represents this situation. " t " represents the amount of money Tamara has in her account. What is the value of t ?

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To find the value of $$ t $$, which represents the amount of money Tamara has, you can use the information provided:

1. **Jenna's Amount:** $$ \$32.75 $$
2. **Tamara's Amount:** $$ \frac{3}{5} $$ of Jenna's amount.

**Step-by-Step Calculation:**

1. **Set Up the Equation:**
   $$
   t = \frac{3}{5} \times 32.75
   $$

2. **Perform the Multiplication:**
   $$
   t = \frac{3 \times 32.75}{5}
   $$

3. **Calculate the Numerator:**
   $$
   3 \times 32.75 = 98.25
   $$

4. **Divide by 5:**
   $$
   t = \frac{98.25}{5} = 19.65
   $$

**Conclusion:**

Tamara has **\$19.65** in her account.
Tamara has \$19.65.

(2) Jenna has \( \$ 32.75 \). Her sister Tamara has \( 3 / 5 \) the amount of money as Jenna. The equation below represents this situation. " t " represents the amount of money Tamara has in her account. What is the value of t ?

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