Jen and Kim share $6480 in the ratio 3:5. How much more money than Jen will Kim
get?

To solve this, we need to find how much more money Kim receives than Jen when $6480 is shared between them in the ratio 3:5.

### Step 1: Add the parts of the ratio
The total ratio is $ 3 + 5 = 8 $ parts.

### Step 2: Find the value of one part
To find the value of one part, divide the total amount by the total parts:
\[
\frac{6480}{8} = 810
\]
So, one part is worth $810.

### Step 3: Find the amounts for Jen and Kim
- Jen's share is 3 parts: 
  \[
  3 \times 810 = 2430
  \]
- Kim's share is 5 parts: 
  \[
  5 \times 810 = 4050
  \]

### Step 4: Find the difference between Kim's and Jen's amounts
The difference between Kim's and Jen's amounts is:
\[
4050 - 2430 = 1620
\]

Thus, Kim gets **$1620 more than Jen**.

Would you like further details or have any questions?

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Here are 5 related questions to deepen your understanding:
1. If Jen and Kim shared $8100 in the same ratio, how much more would Kim get?
2. What if the ratio was 4:6 instead of 3:5? How much more would Kim receive?
3. How much would Jen and Kim each get if the total amount was only $3240?
4. If Kim received $4050, what was the total amount shared between them?
5. How would you solve this problem if the total amount was unknown?

**Tip:** Always check the total parts in a ratio before dividing the total amount, as this ensures accurate distribution.

Jen and Kim share $6480 in the ratio 3:5. How much more money than Jen will Kim get?

Learn how to solve a ratio problem where Jen and Kim share $6480 in the ratio 3:5. Kim receives $1620 more than Jen. This detailed solution covers ratios, proportions, and basic arithmetic, making it suitable for students in Grades 6-8.

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