The total number of admissions of girls in school B in 2018 is 60\%, and the total number of admissions of boys in school C in 2018 is 45\%. The total number of admissions of boys in 2018 in schools B and C together is how many more or less than the total number of admissions of girls in these two schools combined?
| Years | Total admission in schools A and C | Ratio of admission in schools B to C | Total admission in school A |
|-------|-----------------------------------|-------------------------------------|-----------------------------|
| 2017 | 630 | 5:9 | 360 |
| 2018 | 1050 | 7:5 | 750 |
| 2019 | 715 | 5:8 | 315 |
| 2020 | 840 | 11:19 | 460 |

What is the ratio of the tot

Question

The total number of admissions of girls in school B in 2018 is 60\%, and the total number of admissions of boys in school C in 2018 is 45\%. The total number of admissions of boys in 2018 in schools B and C together is how many more or less than the total number of admissions of girls in these two schools combined?
| Years | Total admission in schools A and C | Ratio of admission in schools B to C | Total admission in school A |
|-------|-----------------------------------|-------------------------------------|-----------------------------|
| 2017  | 630                               | 5:9                                 | 360                         |
| 2018  | 1050                              | 7:5                                 | 750                         |
| 2019  | 715                               | 5:8                                 | 315                         |
| 2020  | 840                               | 11:19                               | 460                         |

What is the ratio of the tot

Accepted Answer

**Solution:**

1. From the data, total admissions in 2018 are:
   - School B = 420
   - School C = 300

2. Calculate the number of girls admitted in school B in 2018:
   - Girls in B = 60\% of 420 = $$0.60 \times 420 = 252$$

3. Calculate the number of boys admitted in school C in 2018:
   - Boys in C = 45\% of 300 = $$0.45 \times 300 = 135$$

4. Calculate the number of boys admitted in school B in 2018:
   - Boys in B = Total B - Girls in B = 420 - 252 = 168

5. Total boys in schools B and C in 2018:
   - Boys B + Boys C = 168 + 135 = 303

6. Calculate the number of girls admitted in school C in 2018:
   - Girls in C = Total C - Boys in C = 300 - 135 = 165

7. Total girls in schools B and C in 2018:
   - Girls B + Girls C = 252 + 165 = 417

8. Find the difference between total boys and total girls in schools B and C:
   - Difference = Girls - Boys = 417 - 303 = 114

**Answer:** 114

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