High School

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A student got the following scores: 85 in the high school score, 72 in Qudrat, and 65 in Tahseeli. If YIC admission office assigns 20% for the high school score, 30% for Qudrat, and 50% for the Tahseeli, what will be the weighted score (the weighted average) of this student.

Answer :

Answer: the weighted score or weighted average of this student is 71.1.

To calculate the weighted score or weighted average of the student, we need to assign the appropriate weights to each score and then calculate the average.

Given that the high school score is assigned a weight of 20%, Qudrat is assigned a weight of 30%, and Tahseeli is assigned a weight of 50%, we can calculate the weighted score using the following steps:

1. Multiply each score by its respective weight:
- High school score: 85 * 0.20 = 17
- Qudrat score: 72 * 0.30 = 21.6
- Tahseeli score: 65 * 0.50 = 32.5

2. Add the weighted scores together:
- 17 + 21.6 + 32.5 = 71.1

3. Calculate the weighted average by dividing the sum of the weighted scores by the total weight:
- Total weight: 0.20 + 0.30 + 0.50 = 1
- Weighted average = Sum of weighted scores / Total weight
- 71.1 / 1 = 71.1

Therefore, the weighted score or weighted average of this student is 71.1.

Please note that this calculation assumes that the weights assigned to each score are based on their importance in determining the overall score for admission. The actual weights may vary depending on the specific criteria set by the YIC admission office.

To Learn more about weighted average calculations:

https://brainly.com/question/18554478

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