The table below shows the total number of bikes sold by two companies (X and Y) in four cities (K, L, M, and N), the total number of cars sold by these companies in the same cities, and the number of bikes sold by company Y.

| City | Bikes sold by (X and Y) | Cars sold by (X and Y) | Bikes sold by Y |
|-------|-------------------------|-----------------------|-----------------|
| K | 328 | 450 | 210 |
| L | 560 | 980 | 320 |
| M | 440 | 730 | 90 |
| N | 620 | 350 | 195 |

If the total number of cars sold by company Y in city K is two-fifths of the total number of bikes sold by company Y in city K, what is the difference between the total number of cars sold by company X in city K and the number of bikes sold by company X in city M?

Question

The table below shows the total number of bikes sold by two companies (X and Y) in four cities (K, L, M, and N), the total number of cars sold by these companies in the same cities, and the number of bikes sold by company Y.

| City | Bikes sold by (X and Y) | Cars sold by (X and Y) | Bikes sold by Y |
|-------|-------------------------|-----------------------|-----------------|
| K     | 328                     | 450                   | 210             |
| L     | 560                     | 980                   | 320             |
| M     | 440                     | 730                   | 90              |
| N     | 620                     | 350                   | 195             |

If the total number of cars sold by company Y in city K is two-fifths of the total number of bikes sold by company Y in city K, what is the difference between the total number of cars sold by company X in city K and the number of bikes sold by company X in city M?

Accepted Answer

**Solution:**

1. Calculate the total number of cars sold by company Y in city K:
   - Given that cars sold by Y in city K are two-fifths of bikes sold by Y in city K.
   - Bikes sold by Y in city K = 210
   - Therefore, cars sold by Y in city K = $ \frac{2}{5} \times 210 = 84 $

2. Find the number of cars sold by company X in city K:
   - Total cars sold in city K = 450
   - Cars sold by Y = 84
   - So, cars sold by X = 450 - 84 = 366

3. Find the number of bikes sold by company X in city M:
   - Total bikes sold in city M = 440
   - Bikes sold by Y in city M = 90
   - Bikes sold by X = 440 - 90 = 350

4. Calculate the required difference:
   - Difference = Cars sold by X in city K - Bikes sold by X in city M
   - Difference = 366 - 350 = 16

**Answer:** 16

Answer

Answer

Answer

Answer