If the full score is 100, customer satisfaction accounts for 10%, how to calculate the score

If the full score is 100, customer satisfaction accounts for 10%, how to calculate the score

Suppose that the full score of customer satisfaction is 100, and other total scores are also 100
The final score is customer satisfaction multiplied by 0.1 plus other total scores multiplied by 0.9

The total score of 150 points of the paper, how much is excellent, how much is good, how much is qualified, how much is qualified? How to change to 100 point system?
Please give me an exact formula

Higher than 135 is excellent, 135 to 120 is good, 90 to 120 is qualified, and below 90 is unqualified
Divide the total score by 150 and multiply by 100 to get a 100 point system

According to the 100 point system, 60 points pass
The full score is 60 points. How many points are considered as pass and how?

Pass 36, 60 times 60 / 100

Let's help you. The test score of 100 points is 78 points. According to this score, if it's 120 points, how many points can I get? Please tell me how to calculate it. Thank you

(⊙o⊙)… Well
78/100=X/120
X=（120×78）/100=93.6
Do you understand?

There are 16 multiple-choice questions in a mathematics test. The scoring method is: 6 points for one correct question, 2 points for one wrong question, and no points for one not answered. If a student has one question not answered, how many questions should he answer correctly so that his score can not be lower than 60?

Suppose the student wants to answer x questions correctly, then the wrong question is (15-x). According to the meaning of the question, it is: 6x-2 (15-x) ≥ 60, 6x-30 + 2x ≥ 60, 8x ≥ 90, X ≥ 1114, in which the minimum integer of X is 12. A: the student must answer at least 12 questions correctly to get a score of no less than 60

The full score of the math test is 100. The average score of six students is 90. The scores of these six students are different and all are integers. One of them only gets 65. How many points does the third student (from high to low) get at least

Total score: 6 × 90 = 540
Remove one 65, the other five total score: 540-65 = 475
Top 2, up to: 100 + 99 = 199
So 3-5, at least: 475-199 = 276 points
276÷3=92
Third place at least: 92 + 1 = 93 points

Which one feels lower: 97 out of 150 or 66 out of 100?

With the feeling, of course, is 100 out of 66 lower
But in fact, (97 out of 150) is lower than (66 out of 100). The former is about 0.647 and the latter is 0.66, which means that 97 out of 150 is lower

In a math test with a full score of 100
In a mathematical test with a full score of 100, the average score of a, B and C is 5 points lower than that of a, B, C and D. knowing that the scores of a and B are 80 points and 82 points respectively, and the scores of C and D are natural numbers, who has the highest score? What is the highest score?

The average score of a, B and C is 5 points lower than that of a, B, C and D
In other words: the average score of a, B, C and D is 5 points higher than that of a, B and C
So the average score of Ding is 5 × 4 = 20 points higher than that of a, B and C
The score of a and B is 80 and 82 respectively, and the full score is 100. Therefore, the highest average score of a, B and C is 80. Otherwise, the score of D is more than 100. Therefore, the highest score of C is 78, and it is certain that the score of D is higher than that of C
Suppose C's score is x, then d's score is (80 + 82 + x) △ 3 + 20
The score of d higher than C is (80 + 82 + x) △ 3 + 20-x = 74-2x / 3
So the lower the grade of C, the bigger the difference. So when C got 0, the biggest difference was 74
So Ding's score is higher than C's, up to 74 points

A full score of 150 is 130, which is equivalent to 100?

100x150% = 150 let x score is xx150% = 130, then x is about 87

The full score of a math exam is 100. The average score of six students in this exam is 91. The scores of these six students are different from each other. One of them only gets 65 points. The third one gets at least 90 points______ Points

91 × 6 = 546546-100-99-65 = 282282 ÷ 3 = 94, answer: the student who scores in the third place gets at least 95 points, so the answer is: 95