Given the annual income of five schools from different sources, determine in how many schools the income from semester fee is less than three times the donation.![Screenshot 2025-05-28 121516.png](https://res.cloudinary.com/aptidude/image/upload/v1748414762/aptidude_questions/zqhmfkgpwpnzmvj4komy.png)

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Accepted Answer

Step 1: Extract the semester fee and donation for each school.
- School X: Semester Fee = 43, Donation = 14
- School Y: Semester Fee = 56, Donation = 17
- School Z: Semester Fee = 39, Donation = 14
- School U: Semester Fee = 89, Donation = 50
- School V: Semester Fee = 59, Donation = 19

Step 2: Calculate three times the donation for each school.
- School X: 3 * 14 = 42
- School Y: 3 * 17 = 51
- School Z: 3 * 14 = 42
- School U: 3 * 50 = 150
- School V: 3 * 19 = 57

Step 3: Compare semester fee with three times the donation.
- School X: 43 < 42? No
- School Y: 56 < 51? No
- School Z: 39 < 42? Yes
- School U: 89 < 150? Yes
- School V: 59 < 57? No

Step 4: Count the schools where semester fee is less than three times donation.
- Schools Z and U satisfy the condition.

Answer: 2 schools.

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