Math

QuestionCalculate Tyrell's dive score using scores 8.0,7.5,6.5,7.5,7.08.0, 7.5, 6.5, 7.5, 7.0 and difficulty 2.52.5. What is his final score?

Studdy Solution

STEP 1

Assumptions1. The scores from the judges are8.0,7.5,6.5,7.5, and7.0. . The degree of difficulty of the dive is.5.
3. The highest and lowest scores are dropped.
4. The remaining scores are added to find the raw score.
5. The raw score is multiplied by the degree of difficulty to find the final score.

STEP 2

First, we need to drop the highest and lowest of the five judges' scores. The scores are8.0,7.5,6.5,7.5, and7.0. So, the highest score is8.0 and the lowest score is6.5.

STEP 3

Now, we remove the highest and lowest scores from the list.
Scores=[7.5,7.5,7.0]Scores = [7.5,7.5,7.0]

STEP 4

Next, we add the remaining scores to find the raw score.
Rawscore=7.+7.+7.0Raw\, score =7. +7. +7.0

STEP 5

Calculate the raw score.
Rawscore=7.5+7.5+7.0=22Raw\, score =7.5 +7.5 +7.0 =22

STEP 6

Now that we have the raw score, we multiply this by the degree of difficulty to find the final score.
Finalscore=RawscoretimesDegreeofdifficultyFinal\, score = Raw\, score \\times Degree\, of\, difficulty

STEP 7

Plug in the values for the raw score and the degree of difficulty to calculate the final score.
Finalscore=22times2.5Final\, score =22 \\times2.5

STEP 8

Calculate the final score.
Finalscore=22times2.5=55Final\, score =22 \\times2.5 =55Tyrell's score for the dive is55.

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